/* * Copyright (c) GeoGebra GmbH, office@geogebra.org * The GeoGebra language files are licensed to you under the terms of the * Creative Commons Attribution-NonCommercial-ShareAlike licence (version 3.0 or later), * the current text of which can be found via this link: * https://creativecommons.org/licenses/by-nc-sa/3.0/legalcode. * Attribution (as required by that Creative Commons license) should take the form of * (at least) a mention of our name, an appropriate copyright notice and a link to our * website located at https://www.geogebra.org. * For further details, please see https://www.geogebra.org/license */ __GGB__keysVar=window.__GGB__keysVar||{};__GGB__keysVar["vi"]={};__GGB__keysVar["vi"].colors=JSON.parse('{"aqua": "M\\u00e0u trong su\\u1ed1t", "black": "M\\u00e0u \\u0111en", "blue": "M\\u00e0u xanh da tr\\u1eddi", "brown": "M\\u00e0u n\\u00e2u", "crimson": "M\\u00e0u \\u0111\\u1ecf th\\u1eabm", "cyan": "M\\u00e0u l\\u1ee5c lam", "darkblue": "M\\u00e0u xanh th\\u1eabm", "darkgray": "M\\u00e0u x\\u00e1m s\\u1eabm", "darkgreen": "M\\u00e0u xanh t\\u1ed1i", "gold": "M\\u00e0u v\\u00e0ng", "gray": "M\\u00e0u x\\u00e1m", "green": "M\\u00e0u xanh l\\u00e1 c\\u00e2y", "indigo": "M\\u00e0u ch\\u00e0m", "lightblue": "Xanh nh\\u1ea1t", "lightgray": "M\\u00e0u x\\u00e1m s\\u00e1ng", "lightgreen": "M\\u00e0u xanh nh\\u1eb9", "lightorange": "M\\u00e0u v\\u00e0ng da cam nh\\u1eb9", "lightpurple": "M\\u00e0u t\\u00eda nh\\u1eb9", "lightviolet": "M\\u00e0u t\\u00edm nh\\u1eb9", "lightyellow": "M\\u00e0u v\\u00e0ng nh\\u1eb9", "lime": "M\\u00e0u v\\u00e0ng chanh", "magenta": "M\\u00e0u \\u0111\\u1ecf t\\u01b0\\u01a1i", "maroon": "M\\u00e0u n\\u00e2u s\\u1eabm", "orange": "M\\u00e0u v\\u00e0ng cam", "pink": "M\\u00e0u h\\u1ed3ng", "purple": "M\\u00e0u t\\u00eda", "red": "M\\u00e0u \\u0111\\u1ecf", "silver": "M\\u00e0u tr\\u1eafng b\\u1ea1c", "teal": "Teal", "turquoise": "M\\u00e0u xanh lam", "violet": "M\\u00e0u t\\u00edm", "white": "M\\u00e0u tr\\u1eafng", "yellow": "M\\u00e0u v\\u00e0ng t\\u01b0\\u01a1i"}');__GGB__keysVar["vi"].command=JSON.parse('{"ANOVA": "ANOVA", "ANOVA.Syntax": "[ , , ... ]", "AffineRatio": "TiSoAfin", "AffineRatio.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Angle": "Goc", "Angle.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ , ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ec9nh>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ec9nh>, ]", "Angle.Syntax3D": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ , ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, ]\\n[ , ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ec9nh>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ec9nh>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "AngularBisector": "\\u0110\\u01b0\\u1eddngPh\\u00e2nGi\\u00e1c", "AngularBisector.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Append": "Ch\\u00e8nN\\u1ed1i", "Append.Syntax": "[ , <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "ApplyMatrix": "ApDungMaTran", "ApplyMatrix.Syntax": "[ , <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "Arc": "Cung", "Arc.Syntax": "[ <\\u0110\\u01b0\\u1eddng tr\\u00f2n>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u01b0\\u1eddng el\\u00edp>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u01b0\\u1eddng tr\\u00f2n>, , ]\\n[ <\\u0110\\u01b0\\u1eddng el\\u00edp>, , ]", "AreCollinear": "ThangHang", "AreCollinear.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "AreConcurrent": "\\u0110\\u1ed3ngQuy", "AreConcurrent.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]", "AreConcyclic": "NoiTiepKhong", "AreConcyclic.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "AreCongruent": "AreCongruent", "AreCongruent.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "AreEqual": "B\\u1eb1ngNhauKh\\u00f4ng", "AreEqual.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "AreParallel": "SongSongKhong", "AreParallel.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]", "ArePerpendicular": "VuongGocKhong", "ArePerpendicular.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]", "Area": "DienTich", "Area.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ <\\u0110a gi\\u00e1c> ]\\n[ <\\u0110i\\u1ec3m>, ..., <\\u0110i\\u1ec3m> ]", "Assume": "Assume", "Assume.SyntaxCAS": "[ <\\u0110i\\u1ec1u ki\\u1ec7n>, ]", "Asymptote": "TiemCan", "Asymptote.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "AttachCopyToView": "DinhKemTapTin", "AttachCopyToView.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , <\\u0110i\\u1ec3m 1>, <\\u0110i\\u1ec3m 2>, <\\u0110i\\u1ec3m tr\\u00ean m\\u00e0n h\\u00ecnh 1>, <\\u0110i\\u1ec3m tr\\u00ean m\\u00e0n h\\u00ecnh 2> ]", "Axes": "HeTruc", "Axes.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Axes.Syntax3D": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ ]", "AxisStepX": "DonViTrucX", "AxisStepX.Syntax": "[ ]", "AxisStepY": "DonViTrucY", "AxisStepY.Syntax": "[ ]", "BarChart": "Bi\\u1ec3u\\u0110\\u1ed3H\\u00ecnhC\\u1ed9t", "BarChart.Syntax": "[ , ]\\n[ , , ]\\n[ , , ]\\n[ , , ]\\n[ , , , , , ]\\n[ , , , , , , ]", "Barycenter": "Tr\\u1ecdngT\\u00e2m", "Barycenter.Syntax": "[ , ]", "Bernoulli": "PhanPhoiBernoulli", "Bernoulli.Syntax": "[ , ]", "BetaDist": "BetaDist", "BetaDist.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "Binomial": "H\\u1ec7S\\u1ed1Nh\\u1ecbTh\\u1ee9c", "Binomial.Syntax": "[ , ]", "BinomialDist": "PhanPhoiNhiThuc", "BinomialDist.Syntax": "[ , ]\\n[ , , ]\\n[ , , ]\\n[ , , , ]", "BinomialDist.SyntaxCAS": "[ , , , ]\\n[ , , ]", "Bottom": "Ph\\u1ea7nD\\u01b0\\u1edbi", "Bottom.Syntax": "[ ]", "BoxPlot": "Bi\\u1ec3u\\u0110\\u1ed3H\\u00ecnhH\\u1ed9p", "BoxPlot.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , , , ]\\n[ , , , , , , ]", "Button": "N\\u00fat", "Button.Syntax": "[ ]\\n[ ]", "CASLoaded": "CASLoaded", "CASLoaded.Syntax": "[]", "CFactor": "PhanTichSoPhuc", "CFactor.SyntaxCAS": "[ ]\\n[ , ]", "CIFactor": "CIFactor", "CIFactor.SyntaxCAS": "[ ]\\n[ , ]", "CSolutions": "S\\u1ed1Nghi\\u1ec7mPh\\u1ee9c", "CSolutions.SyntaxCAS": "[ ]\\n[ , ]\\n[ , ]", "CSolve": "Gi\\u1ea3iNghi\\u1ec7mPh\\u1ee9c", "CSolve.SyntaxCAS": "[ ]\\n[ , ]\\n[ , ]", "Cauchy": "CoSi", "Cauchy.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "Cauchy.SyntaxCAS": "[ , , ]", "Cell": "\\u00d4", "Cell.Syntax": "[ , ]", "CellRange": "K\\u00edchTh\\u01b0\\u1edbc\\u00d4", "CellRange.Syntax": "[ <\\u00d4 b\\u1eaft \\u0111\\u1ea7u>, <\\u00d4 k\\u1ebft th\\u00fac> ]", "Center": "T\\u00e2m", "Center.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Center.Syntax3D": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ ]", "CenterView": "T\\u00e2mHi\\u1ec3nTh\\u1ecb", "CenterView.Syntax": "[ <\\u0110i\\u1ec3m t\\u00e2m> ]", "Centroid": "TrongTam", "Centroid.Syntax": "[ <\\u0110a gi\\u00e1c> ]", "CharacteristicPolynomial": "CharacteristicPolynomial", "CharacteristicPolynomial.Syntax": "[ ]", "Checkbox": "H\\u1ed9pCh\\u1ecdn", "Checkbox.Syntax": "[ ]\\n[ ]\\n[ ]\\n[ , ]", "ChiSquared": "ChiBinhPhuong", "ChiSquared.Syntax": "[ , ]\\n[ , , ]\\n[ , x, ]", "ChiSquared.SyntaxCAS": "[ , ]", "ChiSquaredTest": "KiemDinhKhiBinhPhuong", "ChiSquaredTest.Syntax": "[ ]\\n[ , ]\\n[ , ]\\n[ , , ]", "Circle": "\\u0110\\u01b0\\u1eddngTr\\u00f2n", "Circle.Syntax": "[ <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Circle.Syntax3D": "[ <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, , ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "CircleArc": "CungTr\\u00f2n", "CircleArc.Syntax": "[ , <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "CircleSector": "H\\u00ecnhQu\\u1ea1t", "CircleSector.Syntax": "[ , <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "CircumcircleArc": "CungTr\\u00f2nQuaBa\\u0110i\\u1ec3m", "CircumcircleArc.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "CircumcircleSector": "H\\u00ecnhQu\\u1ea1tQuaBa\\u0110i\\u1ec3m", "CircumcircleSector.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Circumference": "ChuViConic", "Circumference.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Classes": "S\\u1ed1L\\u1edbp", "Classes.Syntax": "[ , ]\\n[ , , <\\u0110\\u1ed9 r\\u1ed9ng c\\u1ee7a c\\u00e1c l\\u1edbp> ]", "ClosestPoint": "DongDiem", "ClosestPoint.Syntax": "[ <\\u0110\\u01b0\\u1eddng d\\u1eabn>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]", "ClosestPointRegion": "\\u0110i\\u1ec3mG\\u1ea7nMi\\u1ec1nNh\\u1ea5t", "ClosestPointRegion.Syntax": "[ , <\\u0110i\\u1ec3m> ]", "Coefficients": "H\\u1ec7S\\u1ed1", "Coefficients.Syntax": "[ <\\u0110a th\\u1ee9c> ]\\n[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Coefficients.SyntaxCAS": "[ <\\u0110a th\\u1ee9c> ]\\n[ <\\u0110a th\\u1ee9c>, ]", "Column": "Cot", "Column.Syntax": "[ <\\u00d4 b\\u1ea3ng t\\u00ednh> ]", "ColumnName": "T\\u00eanC\\u1ed9t", "ColumnName.Syntax": "[ <\\u00d4 b\\u1ea3ng t\\u00ednh> ]", "Command": "CauLenh", "CommonDenominator": "MauSoChung", "CommonDenominator.Syntax": "[ , ]", "CompleteSquare": "T\\u00ecmPh\\u1ea7nB\\u00f9B\\u00ecnhPh\\u01b0\\u01a1ng", "CompleteSquare.Syntax": "[ ]", "ComplexRoot": "Nghi\\u1ec7mPh\\u1ee9c", "ComplexRoot.Syntax": "[ <\\u0110a th\\u1ee9c> ]", "Cone": "H\\u00ecnhN\\u00f3n", "Cone.Syntax": "[ <\\u0110\\u01b0\\u1eddng tr\\u00f2n>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, , ]", "ConeInfinite": "M\\u1eb7tN\\u00f3n", "ConeInfinite.Syntax": "[ <\\u0110i\\u1ec3m>, , ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, ]", "Conic": "Conic", "Conic.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ , , , , , ]", "ConstructionStep": "B\\u01b0\\u1edbcD\\u1ef1ngH\\u00ecnh", "ConstructionStep.Syntax": "[ ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "ContingencyTable": "B\\u1ea3ngNg\\u1eabuNhi\\u00ean", "ContingencyTable.Syntax": "[ , ]\\n[ , , ]\\n[ , , ]\\n[ , , , ]", "ContinuedFraction": "Ph\\u00e2nS\\u1ed1Li\\u00eanT\\u1ee5c", "ContinuedFraction.Syntax": "[ ]\\n[ , ]\\n[ , , ]", "ConvexHull": "DangLoi", "ConvexHull.Syntax": "[ ]", "CopyFreeObject": "SaoChepTuDo", "CopyFreeObject.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "Corner": "GocAnh", "Corner.Syntax": "[ ]\\n[ <\\u1ea2nh>, ]\\n[ , ]\\n[ , ]", "CountIf": "\\u0110\\u1ebfmV\\u1edbi\\u0110i\\u1ec1uKi\\u1ec7n", "CountIf.Syntax": "[ <\\u0110i\\u1ec1u ki\\u1ec7n>, ]\\n[ <\\u0110i\\u1ec1u ki\\u1ec7n>, , ]", "Covariance": "Hi\\u1ec7pPh\\u01b0\\u01a1ngSai", "Covariance.Syntax": "[ ]\\n[ , ]", "Cross": "T\\u00edchVecToC\\u00f3H\\u01b0\\u1edbng", "Cross.Syntax": "[ , ]", "CrossRatio": "T\\u1ec9S\\u1ed1K\\u00e9p", "CrossRatio.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Cube": "HinhL\\u1eadpPh\\u01b0\\u01a1ng", "Cube.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Cubic": "\\u0110\\u01b0\\u1eddngB\\u1eadcBa", "Cubic.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Curvature": "DoCong", "Curvature.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "CurvatureVector": "VectoDoCong", "CurvatureVector.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "CurveCartesian": "\\u0110\\u01b0\\u1eddngCongTo\\u1ea1\\u0110\\u1ed9", "CurveCartesian.Syntax": "[ , , , , ]", "CurveCartesian.Syntax3D": "[ , , , , ]\\n[ , , , , , ]", "Cylinder": "H\\u00ecnhTr\\u1ee5", "Cylinder.Syntax": "[ <\\u0110\\u01b0\\u1eddng tr\\u00f2n>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "CylinderInfinite": "MatTru", "CylinderInfinite.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, ]\\n[ <\\u0110i\\u1ec3m>, , ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "DataFunction": "DataFunction", "DataFunction.Syntax": "[ , ]", "Defined": "DinhNghiaChua", "Defined.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "Degree": "Bac", "Degree.Syntax": "[ <\\u0110a th\\u1ee9c> ]", "Degree.SyntaxCAS": "[ <\\u0110a th\\u1ee9c> ]\\n[ <\\u0110a th\\u1ee9c>, ]", "DelauneyTriangulation": "Ph\\u00e9p\\u0110\\u1ea1cTamGi\\u00e1cDelaunay", "DelauneyTriangulation.Syntax": "[ ]", "Delete": "Xoa", "Delete.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "Denominator": "MauThuc", "Denominator.Syntax": "[ ]\\n[ ]", "Denominator.SyntaxCAS": "[ ]", "DensityPlot": "DensityPlot", "Derivative": "DaoHam", "Derivative.Syntax": "[ ]\\n[ <\\u0110\\u01b0\\u1eddng cong> ]\\n[ , ]\\n[ , ]\\n[ <\\u0110\\u01b0\\u1eddng cong>, ]\\n[ , , ]", "Derivative.SyntaxCAS": "[ ]\\n[ , ]\\n[ , , ]", "Determinant": "\\u0110\\u1ecbnhTh\\u1ee9c", "Determinant.Syntax": "[ ]", "Diameter": "\\u0110\\u01b0\\u1eddngK\\u00ednhLi\\u00eanH\\u1ee3p", "Diameter.Syntax": "[ , <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Difference": "Difference", "Difference.Syntax": "[ <\\u0110a gi\\u00e1c>, <\\u0110a gi\\u00e1c> ]", "Dilate": "PhepViTu", "Dilate.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]", "Dimension": "S\\u1ed1Chi\\u1ec1u", "Dimension.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "Direction": "VectoChiPhuong", "Direction.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]", "Directrix": "DuongChuan", "Directrix.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Distance": "KhoangCach", "Distance.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ , ]", "Distance.SyntaxCAS": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "Div": "PhepChia", "Div.Syntax": "[ , <\\u01af\\u1edbc s\\u1ed1> ]\\n[ <\\u0110a th\\u1ee9c b\\u1ecb chia>, <\\u0110a th\\u1ee9c chia> ]", "Division": "Ph\\u00e9pChia", "Division.Syntax": "[ , <\\u01af\\u1edbc s\\u1ed1> ]\\n[ <\\u0110a th\\u1ee9c b\\u1ecb chia>, <\\u0110a th\\u1ee9c chia> ]", "Divisors": "UocSo", "Divisors.Syntax": "[ ]", "DivisorsList": "DanhSachUocSo", "DivisorsList.Syntax": "[ ]", "DivisorsSum": "T\\u1ed5ng\\u01af\\u1edbcS\\u1ed1", "DivisorsSum.Syntax": "[ ]", "Dodecahedron": "Hinh12Mat", "Dodecahedron.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Dot": "T\\u00edchV\\u00f4H\\u01b0\\u1edbng", "Dot.Syntax": "[ , ]", "DotPlot": "\\u0110\\u1ed3Th\\u1ecb\\u0110i\\u1ec3m", "DotPlot.Syntax": "[ , , ]", "DynamicCoordinates": "To\\u1ea1\\u0110\\u1ed9\\u0110\\u1ed9ng", "DynamicCoordinates.Syntax": "[ <\\u0110i\\u1ec3m>, , ]\\n[ <\\u0110i\\u1ec3m>, , , ]", "Eccentricity": "T\\u00e2mSai", "Eccentricity.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Eigenvalues": "Eigenvalues", "Eigenvalues.SyntaxCAS": "[ ]", "Eigenvectors": "Eigenvectors", "Eigenvectors.SyntaxCAS": "[ ]", "Element": "Ph\\u1ea7nT\\u1eed", "Element.Syntax": "[ , ]\\n[ , , ]\\n[ , , , ... ]", "Element.SyntaxCAS": "[ , ]\\n[ , , ]", "Eliminate": "Lo\\u1ea1iB\\u1ecf", "Eliminate.Syntax": "[ , ]", "Ellipse": "Elip", "Ellipse.Syntax": "[ , , <\\u0110\\u1ed9 d\\u00e0i n\\u1eeda tr\\u1ee5c l\\u1edbn> ]\\n[ , , <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ , , <\\u0110i\\u1ec3m> ]", "Ends": "\\u0110i\\u1ec3mCu\\u1ed1i", "Ends.Syntax": "[ ]", "Envelope": "Envelope", "Envelope.Syntax": "[ <\\u0110\\u01b0\\u1eddng d\\u1eabn>, <\\u0110i\\u1ec3m> ]", "Erlang": "X\\u00e1cXu\\u1ea5tErlang", "Erlang.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "Evaluate": "\\u0110\\u1ecbnhGi\\u00e1", "Excentricity": "TamSaiTuyenTinh", "Excentricity.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Execute": "Th\\u1ef1cHi\\u1ec7n", "Execute.Syntax": "[ ]\\n[ , , , ... ]", "Expand": "KhaiTri\\u1ec3n", "Expand.Syntax": "[ ]", "Exponential": "PhanPhoiMu", "Exponential.Syntax": "[ , ]\\n[ , , ]\\n[ , x, ]", "Exponential.SyntaxCAS": "[ , ]", "ExportImage": "ExportImage", "ExportImage.Syntax": "[ , , , , ... ]", "ExtendedGCD": "ExtendedGCD", "ExtendedGCD.Syntax": "[ , ]\\n[ <\\u0110a th\\u1ee9c>, <\\u0110a th\\u1ee9c>]", "Extremum": "CucTri", "Extremum.Syntax": "[ <\\u0110a th\\u1ee9c> ]\\n[ , , ]", "Extremum.SyntaxCAS": "[ ]\\n[ , , ]", "FDistribution": "PhanPhoiF", "FDistribution.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "FDistribution.SyntaxCAS": "[ , , ]", "Factor": "Ph\\u00e2nT\\u00edchRaTh\\u1eebaS\\u1ed1", "Factor.Syntax": "[ <\\u0110a th\\u1ee9c> ]", "Factor.SyntaxCAS": "[ ]\\n[ <\\u0110a th\\u1ee9c> ]\\n[ , ]", "Factors": "C\\u00e1cNh\\u00e2nT\\u1eed", "Factors.Syntax": "[ <\\u0110a th\\u1ee9c> ]\\n[ ]", "FillCells": "\\u0110i\\u1ec1nV\\u00e0o\\u00d4", "FillCells.Syntax": "[ , <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ <\\u00d4>, ]\\n[ <\\u00d4>, ]", "FillColumn": "\\u0110i\\u1ec1nV\\u00e0oC\\u1ed9t", "FillColumn.Syntax": "[ , ]", "FillRow": "\\u0110i\\u1ec1nV\\u00e0oD\\u00f2ng", "FillRow.Syntax": "[ , ]", "First": "Ph\\u1ea7nT\\u1eedTh\\u1ee9Nh\\u1ea5t", "First.Syntax": "[ ]\\n[ ]\\n[ , ]\\n[ , ]\\n[ , ]", "First.SyntaxCAS": "[ ]\\n[ , ]", "FirstAxis": "TrucLon", "FirstAxis.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "FirstAxisLength": "\\u0110\\u1ed9D\\u00e0iTr\\u1ee5cL\\u1edbn", "FirstAxisLength.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Fit": "Th\\u00edchH\\u1ee3p", "Fit.Syntax": "[ , ]\\n[ , ]", "FitExp": "H\\u1ed3iQuyM\\u0169", "FitExp.Syntax": "[ ]", "FitGrowth": "HoiQuyTangTruong", "FitGrowth.Syntax": "[ ]", "FitImplicit": "T\\u1ea1o\\u0110\\u01b0\\u1eddngCong\\u1ea8n", "FitImplicit.Syntax": "[ , ]", "FitLineX": "\\u0110\\u01b0\\u1eddngH\\u1ed3iQuyX", "FitLineX.Syntax": "[ ]", "FitLineY": "DuongHoiQuyY", "FitLineY.Syntax": "[ ]", "FitLog": "H\\u1ed3iQuyLog", "FitLog.Syntax": "[ ]", "FitLogistic": "HoiQuyLogistic", "FitLogistic.Syntax": "[ ]", "FitPoly": "DaThucNoiSuy", "FitPoly.Syntax": "[ , ]\\n[ , ]", "FitPow": "H\\u1ed3iQuyL\\u0169yTh\\u1eeba", "FitPow.Syntax": "[ ]", "FitSin": "HoiQuySin", "FitSin.Syntax": "[ ]", "Flatten": "Tr\\u1ea3iPh\\u1eb3ng", "Flatten.Syntax": "[ ]", "Focus": "Ti\\u00eau\\u0110i\\u1ec3m", "Focus.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "FractionText": "Ph\\u00e2nS\\u1ed1", "FractionText.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m> ]\\n[ , ]", "Frequency": "TanSo", "Frequency.Syntax": "[ ]\\n[ , ]\\n[ , ]\\n[ , ]\\n[ , , ]\\n[ , , , ]\\n[ , , , , ]", "FrequencyPolygon": "\\u0110aGi\\u00e1cT\\u1ea7nSu\\u1ea5t", "FrequencyPolygon.Syntax": "[ , ]\\n[ , , , ]\\n[ , , , , ]", "FrequencyTable": "BangTanSuat", "FrequencyTable.Syntax": "[ , ]\\n[ , ]\\n[ , ]\\n[ , , ]\\n[ , , , ]\\n[ , , , , ]", "FromBase": "Chuy\\u1ec3nSangH\\u1ec7Th\\u1eadpPh\\u00e2n", "FromBase.Syntax": "[ , ]", "Function": "H\\u00e0mS\\u1ed1", "Function.Syntax": "[ , , ]\\n[ ]", "Function.Syntax3D": "[ ]\\n[ , , ]\\n[ , , , , , , ]", "Function.SyntaxCAS": "[ , , ]", "FutureValue": "Gi\\u00e1Tr\\u1ecbT\\u01b0\\u01a1ngLai", "FutureValue.Syntax": "[ , , , , ]", "GCD": "USCLN", "GCD.Syntax": "[ ]\\n[ , ]", "GCD.SyntaxCAS": "[ ]\\n[ ]\\n[ , ]\\n[ <\\u0110a th\\u1ee9c>, <\\u0110a th\\u1ee9c> ]", "Gamma": "PhanPhoiGamma", "Gamma.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "Gamma.SyntaxCAS": "[ , , ]", "GeometricMean": "TrungBinhHinhHoc", "GeometricMean.Syntax": "[ ]", "GetTime": "Th\\u1eddiGian", "GetTime.Syntax": "[]\\n[ <\\u0110\\u1ecbnh d\\u1ea1ng> ]", "GroebnerDegRevLex": "GroebnerDegRevLex", "GroebnerDegRevLex.Syntax": "[ ]\\n[ , ]", "GroebnerLex": "GroebnerLex", "GroebnerLex.Syntax": "[ ]\\n[ , ]", "GroebnerLexDeg": "GroebnerLexDeg", "GroebnerLexDeg.Syntax": "[ ]\\n[ , ]", "HarmonicMean": "TrungBinhDieuHoa", "HarmonicMean.Syntax": "[ ]", "Height": "Chi\\u1ec1uCao", "Height.Syntax": "[ ]", "HideLayer": "\\u1ea8nL\\u1edbp", "HideLayer.Syntax": "[ ]", "Histogram": "BieuDo", "Histogram.Syntax": "[ , ]\\n[ , , , ]\\n[ , , , , ]", "HistogramRight": "Bi\\u1ec3u\\u0110\\u1ed3Ph\\u1ea3i", "HistogramRight.Syntax": "[ , ]\\n[ , , , ]\\n[ , , , , ]", "HyperGeometric": "Ph\\u00e2nPh\\u1ed1iSi\\u00eauB\\u1ed9i", "HyperGeometric.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , , , ]", "HyperGeometric.SyntaxCAS": "[ , , , , ]", "Hyperbola": "Hypebon", "Hyperbola.Syntax": "[ , , <\\u0110\\u1ed9 d\\u00e0i n\\u1eeda tr\\u1ee5c l\\u1edbn> ]\\n[ , , <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ , , <\\u0110i\\u1ec3m> ]", "IFactor": "Th\\u1eebaS\\u1ed1v\\u1edbiS\\u1ed1V\\u00f4T\\u1ef7", "IFactor.Syntax": "[ <\\u0110a th\\u1ee9c> ]", "IFactor.SyntaxCAS": "[ ]", "Icosahedron": "Kh\\u1ed1iHaiM\\u01b0\\u01a1iM\\u1eb7t", "Icosahedron.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Identity": "MaTr\\u1eadn\\u0110\\u1ed3ngNh\\u1ea5t", "Identity.Syntax": "[ ]", "If": "Neu", "If.Syntax": "[ <\\u0110i\\u1ec1u ki\\u1ec7n>, ]\\n[ <\\u0110i\\u1ec1u ki\\u1ec7n>, , ]", "ImplicitCurve": "\\u0110\\u01b0\\u1eddngCong\\u1ea8n", "ImplicitCurve.Syntax": "[ ]\\n[ ]", "ImplicitDerivative": "DamHamAn", "ImplicitDerivative.Syntax": "[ ]", "ImplicitDerivative.SyntaxCAS": "[ ]\\n[ , , ]", "Incircle": "\\u0110\\u01b0\\u1eddngTr\\u00f2nN\\u1ed9iTi\\u1ebfp", "Incircle.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "IndexOf": "ChiSo", "IndexOf.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]\\n[ , , ]", "Insert": "Chen", "Insert.Syntax": "[ , , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]", "Integral": "T\\u00edchPh\\u00e2n", "Integral.Syntax": "[ ]\\n[ , ]\\n[ , , ]\\n[ , , , ]", "Integral.SyntaxCAS": "[ ]\\n[ , ]\\n[ , , ]\\n[ , , , ]", "IntegralBetween": "T\\u00edchPh\\u00e2nGi\\u1eefaHaiH\\u00e0mS\\u1ed1", "IntegralBetween.Syntax": "[ , , , ]\\n[ , , , , ]", "IntegralBetween.SyntaxCAS": "[ , , , ]\\n[ , , , , ]", "IntegralSymbolic": "IntegralSymbolic", "IntegralSymbolic.Syntax": "[ ]\\n[ , ]", "InteriorAngles": "InteriorAngles", "InteriorAngles.Syntax": "[ <\\u0110a gi\\u00e1c> ]", "Intersect": "Giao\\u0110i\\u1ec3m", "Intersect.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m \\u0111\\u1ea7u> ]\\n[ , , , ]\\n[ <\\u0110\\u01b0\\u1eddng cong 1>, <\\u0110\\u01b0\\u1eddng cong 2>, , ]", "Intersect.SyntaxCAS": "[ , ]", "IntersectConic": "Giao\\u0111i\\u1ec3mConic", "IntersectConic.Syntax": "[ , ]\\n[ , ]", "IntersectPath": "\\u0110\\u01b0\\u1eddngC\\u1eaft", "IntersectPath.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110a gi\\u00e1c> ]\\n[ <\\u0110a gi\\u00e1c>, <\\u0110a gi\\u00e1c> ]", "IntersectPath.Syntax3D": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110a gi\\u00e1c> ]\\n[ <\\u0110a gi\\u00e1c>, <\\u0110a gi\\u00e1c> ]\\n[ , <\\u0110a gi\\u00e1c> ]\\n[ , ]", "Intersection": "Giao", "Intersection.Syntax": "[ , ]", "InverseBeta": "InverseBeta", "InverseBeta.Syntax": "[ , , ]", "InverseBinomial": "Nh\\u1ecbTh\\u1ee9c\\u0110\\u1ea3o", "InverseBinomial.Syntax": "[ , , ]", "InverseBinomialMinimumTrials": "InverseBinomialMinimumTrials", "InverseBinomialMinimumTrials.Syntax": "[ , , ]", "InverseBinomialMinimumTrials.SyntaxCAS": "[ , , ]", "InverseCauchy": "CoSi\\u0110\\u1ea3o", "InverseCauchy.Syntax": "[ , , ]", "InverseChiSquared": "ChiB\\u00ecnhPh\\u01b0\\u01a1ng\\u0110\\u1ea3o", "InverseChiSquared.Syntax": "[ , ]", "InverseExponential": "HamMuDao", "InverseExponential.Syntax": "[ , ]", "InverseFDistribution": "PhanPhoiFDao", "InverseFDistribution.Syntax": "[ , , ]", "InverseGamma": "H\\u00e0mGamma\\u0110\\u1ea3o", "InverseGamma.Syntax": "[ , , ]", "InverseHyperGeometric": "Si\\u00eauH\\u00ecnhH\\u1ecdc\\u0110\\u1ea3o", "InverseHyperGeometric.Syntax": "[ , , , ]", "InverseLaplace": "H\\u00e0mng\\u01b0\\u1ee3cLaplace", "InverseLaplace.Syntax": "[ ]\\n[ , ]\\n[ , , ]", "InverseLogNormal": "H\\u00e0mLogNg\\u01b0\\u1ee3c", "InverseLogNormal.Syntax": "[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, ]", "InverseLogistic": "LogisticNguoc", "InverseLogistic.Syntax": "[ , , ]", "InverseNormal": "PhanPhoiChuanDao", "InverseNormal.Syntax": "[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, ]", "InversePascal": "PascalDao", "InversePascal.Syntax": "[ , , ]", "InversePoisson": "PoatXongDao", "InversePoisson.Syntax": "[ , ]", "InverseTDistribution": "Ph\\u00e2nPh\\u1ed1iTNg\\u01b0\\u1ee3c", "InverseTDistribution.Syntax": "[ , ]", "InverseWeibull": "WeibullDao", "InverseWeibull.Syntax": "[ , , ]", "InverseZipf": "ZipfDao", "InverseZipf.Syntax": "[ , , ]", "Invert": "NghichDao", "Invert.Syntax": "[ ]\\n[ ]", "IsFactored": "IsFactored", "IsFactored.Syntax": "[ <\\u0110a th\\u1ee9c> ]", "IsInRegion": "NamTrongMien", "IsInRegion.Syntax": "[ <\\u0110i\\u1ec3m>, ]", "IsInteger": "LaSoNguyen", "IsInteger.Syntax": "[ ]", "IsPrime": "C\\u00f3Ph\\u1ea3iNguy\\u00eanT\\u1ed1", "IsPrime.Syntax": "[ ]", "IsTangent": "IsTangent", "IsTangent.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "IsVertexForm": "IsVertexForm", "IsVertexForm.Syntax": "[ ]", "Iteration": "Ph\\u00e9pL\\u1eb7p", "Iteration.Syntax": "[ , , ]\\n[ , , , ]", "IterationList": "DanhS\\u00e1chL\\u1eb7p", "IterationList.Syntax": "[ , , ]\\n[ , , , ]", "IterationList.SyntaxCAS": "[ , , ]", "Join": "H\\u1ee3pN\\u1ed1i", "Join.Syntax": "[ ]\\n[ , , ... ]", "JordanDiagonalization": "JordanDiagonalization", "JordanDiagonalization.SyntaxCAS": "[ ]", "KeepIf": "LocDieuKien", "KeepIf.Syntax": "[ <\\u0110i\\u1ec1u ki\\u1ec7n>, ]\\n[ <\\u0110i\\u1ec1u ki\\u1ec7n>, , ]", "LCM": "BSCNN", "LCM.Syntax": "[ ]\\n[ , ]", "LCM.SyntaxCAS": "[ ]\\n[ ]\\n[ , ]\\n[ <\\u0110a th\\u1ee9c>, <\\u0110a th\\u1ee9c> ]", "LUDecomposition": "LUDecomposition", "LUDecomposition.Syntax": "[ ]", "LaTeX": "CongThucToan", "LaTeX.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]", "Laplace": "Laplace", "Laplace.Syntax": "[ ]\\n[ , ]\\n[ , , ]", "Last": "Ph\\u1ea7nT\\u1eedCu\\u1ed1i", "Last.Syntax": "[ ]\\n[ ]\\n[ , ]\\n[ , ]", "Last.SyntaxCAS": "[ ]\\n[ , ]", "LeftSide": "VeTrai", "LeftSide.Syntax": "[ ]", "LeftSide.SyntaxCAS": "[ ]\\n[ ]\\n[ , ]", "LeftSum": "T\\u1ed5ngTr\\u00e1i", "LeftSum.Syntax": "[ , , , ]", "Length": "\\u0110\\u1ed9D\\u00e0i", "Length.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ , , ]\\n[ , <\\u0110i\\u1ec3m \\u0111\\u1ea7u>, <\\u0110i\\u1ec3m cu\\u1ed1i> ]\\n[ <\\u0110\\u01b0\\u1eddng cong>, , ]\\n[ <\\u0110\\u01b0\\u1eddng cong>, <\\u0110i\\u1ec3m \\u0111\\u1ea7u>, <\\u0110i\\u1ec3m cu\\u1ed1i> ]", "Length.SyntaxCAS": "[ ]\\n[ , , ]\\n[ , , , ]", "LetterToUnicode": "K\\u00fdT\\u1ef1Unicode", "LetterToUnicode.Syntax": "[ ]", "Limit": "Gi\\u1edbiH\\u1ea1n", "Limit.Syntax": "[ , ]", "Limit.SyntaxCAS": "[ , ]\\n[ , , ]", "LimitAbove": "GioiHanTren", "LimitAbove.Syntax": "[ , ]", "LimitAbove.SyntaxCAS": "[ , ]\\n[ , , ]", "LimitBelow": "Gi\\u1edbiH\\u1ea1nD\\u01b0\\u1edbi", "LimitBelow.Syntax": "[ , ]", "LimitBelow.SyntaxCAS": "[ , ]\\n[ , , ]", "Line": "DuongThang", "Line.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, ]", "LineBisector": "\\u0110\\u01b0\\u1eddngTrungTr\\u1ef1c", "LineBisector.Syntax": "[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "LineBisector.Syntax3D": "[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "LineGraph": "LineGraph", "LineGraph.Syntax": "[ , ]", "Locus": "QuyTich", "Locus.Syntax": "[ <\\u0110i\\u1ec3m t\\u1ea1o qu\\u1ef9 t\\u00edch \\u0111\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m t\\u1ea1o qu\\u1ef9 t\\u00edch \\u0111\\u01b0\\u1eddng th\\u1eb3ng>, ]\\n[ , <\\u0110i\\u1ec3m> ]\\n[ , <\\u0110i\\u1ec3m> ]", "LocusEquation": "Ph\\u01b0\\u01a1ngTr\\u00ecnhQu\\u1ef9T\\u00edch", "LocusEquation.Syntax": "[ ]\\n[ , ]\\n[ , ]", "LogNormal": "Ph\\u00e2nPh\\u1ed1iLog", "LogNormal.Syntax": "[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, , ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, x, ]", "Logistic": "PhanPhoiLogistic", "Logistic.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "LowerSum": "T\\u1ed5ngT\\u00edchPh\\u00e2nD\\u01b0\\u1edbi", "LowerSum.Syntax": "[ , , , ]", "MAD": "MAD", "MAD.Syntax": "[ ]\\n[ , ]", "MatrixPlot": "Vi\\u1ebftMaTr\\u1eadn", "MatrixRank": "HangMaTran", "MatrixRank.Syntax": "[ ]", "Max": "GTLN", "Max.Syntax": "[ ]\\n[ , ]\\n[ ]\\n[ , ]\\n[ , , ]", "Max.SyntaxCAS": "[ ]\\n[ ]\\n[ , ]\\n[ , , ]\\n[ , ]", "Maximize": "LamLonNhat", "Maximize.Syntax": "[ , ]\\n[ , ]", "Mean": "TrungB\\u00ecnh", "Mean.Syntax": "[ ]\\n[ , ]", "MeanX": "TrungBinhX", "MeanX.Syntax": "[ ]", "MeanY": "TrungB\\u00ecnhY", "MeanY.Syntax": "[ ]", "Median": "TrungV\\u1ecb", "Median.Syntax": "[ ]\\n[ , ]", "Median.SyntaxCAS": "[ ]", "Midpoint": "Trung\\u0110i\\u1ec3m", "Midpoint.Syntax": "[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Min": "GTNN", "Min.Syntax": "[ ]\\n[ , ]\\n[ ]\\n[ , ]\\n[ , , ]", "Min.SyntaxCAS": "[ ]\\n[ ]\\n[ , ]\\n[ , , ]\\n[ , ]", "MinimalPolynomial": "MinimalPolynomial", "MinimalPolynomial.Syntax": "[ ]", "Minimize": "LamNhoNhat", "Minimize.Syntax": "[ , ]\\n[ , ]", "MinimumSpanningTree": "KhoangNhoNhat", "MinimumSpanningTree.Syntax": "[ ]", "Mirror": "Ph\\u00e9p\\u0110\\u1ed1iX\\u1ee9ng", "Mirror.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u01b0\\u1eddng tr\\u00f2n> ]", "Mirror.Syntax3D": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u01b0\\u1eddng tr\\u00f2n> ]", "MixedNumber": "HonSo", "MixedNumber.SyntaxCAS": "[ ]", "Mod": "SoDu", "Mod.Syntax": "[ , <\\u01af\\u1edbc s\\u1ed1> ]\\n[ <\\u0110a th\\u1ee9c b\\u1ecb chia>, <\\u0110a th\\u1ee9c chia> ]", "Mode": "Mot", "Mode.Syntax": "[ ]", "ModularExponent": "ModularExponent", "ModularExponent.Syntax": "[ , , ]", "NDerivative": "NDerivative", "NDerivative.Syntax": "[ ]\\n[ , ]", "NIntegral": "T\\u00edchPh\\u00e2nX\\u00e1c\\u0110\\u1ecbnh", "NIntegral.Syntax": "[ ]\\n[ , , ]\\n[ , , , ]", "NIntegral.SyntaxCAS": "[ , , ]\\n[ , , , ]", "NInvert": "NInvert", "NInvert.Syntax": "[ ]", "NSolutions": "NghiemSo", "NSolutions.Syntax": "[ ]", "NSolutions.SyntaxCAS": "[ ]\\n[ , ]\\n[ , ]\\n[ , ]", "NSolve": "GiaiNghiemSo", "NSolve.Syntax": "[ ]", "NSolve.SyntaxCAS": "[ ]\\n[ , ]\\n[ , ]\\n[ , ]", "NSolveODE": "Gi\\u1ea3iH\\u1ec7Th\\u1ed1ngPh\\u01b0\\u01a1ngTr\\u00ecnhViPh\\u00e2n", "NSolveODE.Syntax": "[ , , , ]", "Name": "Ten", "Name.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "Net": "V\\u1ebdL\\u01b0\\u1edbiKh\\u1ed1i\\u0110aDi\\u1ec7n", "Net.Syntax": "[ , ]\\n[ , , , , , ... ]", "NextPrime": "S\\u1ed1Nguy\\u00eanT\\u1ed1K\\u1ebfTi\\u1ebfp", "NextPrime.Syntax": "[ ]", "Normal": "PhanPhoiChuan", "Normal.Syntax": "[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, , ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, x, ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n>, , ]", "NormalQuantilePlot": "DoThiPhanVi", "NormalQuantilePlot.Syntax": "[ ]", "Normalize": "Normalize", "Normalize.Syntax": "[ ]\\n[ ]", "Numerator": "TuThuc", "Numerator.Syntax": "[ ]\\n[ ]", "Numerator.SyntaxCAS": "[ ]", "Numeric": "SoXapXi", "Numeric.SyntaxCAS": "[ ]\\n[ , ]", "Object": "\\u0110\\u1ed1iT\\u01b0\\u1ee3ng", "Object.Syntax": "[ ]", "Octahedron": "Hinh8Mat", "Octahedron.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Ordinal": "S\\u1ed1Th\\u1ee9T\\u1ef1", "Ordinal.Syntax": "[ ]", "OrdinalRank": "H\\u1ea1ngTh\\u1ee9T\\u1ef1", "OrdinalRank.Syntax": "[ ]", "OrthogonalLine": "DuongVuongGoc", "OrthogonalLine.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, ]", "OrthogonalLine.Syntax3D": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, , ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, ]", "OrthogonalPlane": "MatPhangVuongGoc", "OrthogonalPlane.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, ]", "OrthogonalVector": "VectoPhapTuyen", "OrthogonalVector.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ ]", "OrthogonalVector.Syntax3D": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ ]\\n[ ]", "OrthogonalVector.SyntaxCAS": "[ ]", "OsculatingCircle": "\\u0110\\u01b0\\u1eddngTr\\u00f2nM\\u1eadtTi\\u1ebfp", "OsculatingCircle.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "PMCC": "H\\u1ec7S\\u1ed1T\\u01b0\\u01a1ngQuan", "PMCC.Syntax": "[ ]\\n[ , ]", "Pan": "Chuy\\u1ec3nHi\\u1ec3nTh\\u1ecb", "Pan.Syntax": "[ , ]", "Pan.Syntax3D": "[ , ]\\n[ , , ]", "Parabola": "Parabon", "Parabola.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]", "Parameter": "ThamS\\u1ed1", "Parameter.Syntax": "[ <\\u0110\\u01b0\\u1eddng parab\\u00f4n> ]", "ParametricDerivative": "DaoHamTheoBien", "ParametricDerivative.Syntax": "[ <\\u0110\\u01b0\\u1eddng cong> ]", "ParseToFunction": "PhanTichHam", "ParseToFunction.Syntax": "[ ]\\n[ , ]", "ParseToNumber": "PhanTichSo", "ParseToNumber.Syntax": "[ ]\\n[ , ]", "PartialFractions": "TachHamPhanThuc", "PartialFractions.Syntax": "[ ]", "PartialFractions.SyntaxCAS": "[ ]\\n[ , ]", "Pascal": "Ph\\u00e2nPh\\u1ed1iPascal", "Pascal.Syntax": "[ , ]\\n[ , , ]\\n[ , , , ]", "Pascal.SyntaxCAS": "[ , , , ]", "PathParameter": "DuongThamSo", "PathParameter.Syntax": "[ <\\u0110i\\u1ec3m tr\\u00ean \\u0111\\u01b0\\u1eddng d\\u1eabn> ]", "Payment": "Ti\\u1ec1nTr\\u1ea3M\\u1ed7iChuK\\u1ef3", "Payment.Syntax": "[ , , , , ]", "PenStroke": "PenStroke", "PenStroke.Syntax": "[ <\\u0110i\\u1ec3m>, ..., <\\u0110i\\u1ec3m> ]", "Percentile": "Ph\\u1ea7nTr\\u0103m", "Percentile.Syntax": "[ , ]", "Perimeter": "ChuVi\\u0110aGi\\u00e1c", "Perimeter.Syntax": "[ <\\u0110a gi\\u00e1c> ]\\n[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ ]", "Periods": "ChuK\\u1ef3", "Periods.Syntax": "[ , , , , ]", "PieChart": "PieChart", "PieChart.Syntax": "[ ]\\n[ ,
, ]", "Plane": "MatPhang", "Plane.Syntax": "[ <\\u0110a gi\\u00e1c> ]\\n[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, , ]", "Plane.SyntaxCAS": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "PlaneBisector": "M\\u1eb7tPh\\u00e2nGi\\u00e1c", "PlaneBisector.Syntax": "[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "PlaySound": "\\u00c2mThanh", "PlaySound.Syntax": "[ ]\\n[ ]\\n[ , , ]\\n[ , , , , ]", "PlotSolve": "PlotSolve", "PlotSolve.Syntax": "[ ]", "Point": "\\u0110i\\u1ec3m", "Point.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110i\\u1ec3m>, ]\\n[ ]", "PointIn": "DiemTrong", "PointIn.Syntax": "[ ]", "PointList": "DanhSachDiem", "PointList.Syntax": "[ ]", "Poisson": "PhanPhoiPoatXong", "Poisson.Syntax": "[ ]\\n[ , ]\\n[ , , ]", "Poisson.SyntaxCAS": "[ , , ]", "Polar": "\\u0110\\u01b0\\u1eddngC\\u1ef1c", "Polar.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "PolyLine": "Ch\\u00f9m\\u0110\\u01b0\\u1eddngTh\\u1eb3ng", "PolyLine.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, ..., <\\u0110i\\u1ec3m> ]", "Polygon": "DaGiac", "Polygon.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, ..., <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Polygon.Syntax3D": "[ ]\\n[ <\\u0110i\\u1ec3m>, ..., <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, , ]", "Polynomial": "DaThuc", "Polynomial.Syntax": "[ ]\\n[ ]", "Polynomial.SyntaxCAS": "[ ]\\n[ , ]", "PresentValue": "Gi\\u00e1tr\\u1ecbhi\\u1ec7nt\\u1ea1i", "PresentValue.Syntax": "[ , , , , ]", "PreviousPrime": "Nguy\\u00eanT\\u1ed1Tr\\u01b0\\u1edbc", "PreviousPrime.Syntax": "[ ]", "PrimeFactors": "PhanTichNguyenTo", "PrimeFactors.Syntax": "[ ]", "Prism": "H\\u00ecnhL\\u0103ngTr\\u1ee5", "Prism.Syntax": "[ <\\u0110a gi\\u00e1c>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110a gi\\u00e1c>, <\\u0110\\u01b0\\u1eddng cao> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ... ]", "Product": "Tich", "Product.Syntax": "[ ]\\n[ , ]\\n[ , ]\\n[ , , , ]", "Product.SyntaxCAS": "[ ]\\n[ , , , ]", "Prove": "ChungMinh", "Prove.Syntax": "[ ]", "ProveDetails": "Ch\\u1ee9ngMinhChiTi\\u1ebft", "ProveDetails.Syntax": "[ ]", "Pyramid": "H\\u00ecnhCh\\u00f3p", "Pyramid.Syntax": "[ <\\u0110a gi\\u00e1c>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110a gi\\u00e1c>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ... ]", "Q1": "Q1", "Q1.Syntax": "[ ]\\n[ , ]", "Q3": "Q3", "Q3.Syntax": "[ ]\\n[ , ]", "QRDecomposition": "QRDecomposition", "QRDecomposition.Syntax": "[ ]", "QuadricSide": "C\\u1ea1nh", "QuadricSide.Syntax": "[ ]", "RSquare": "H\\u1ec7S\\u1ed1X\\u00e1c\\u0110inhRSquare", "RSquare.Syntax": "[ , ]", "Radius": "BanKinh", "Radius.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Random": "SoNgauNhien", "Random.Syntax": "[ , ]\\n[ , , ]\\n[ , , ]", "Random.SyntaxCAS": "[ , ]\\n[ , , ]", "RandomBinomial": "Nh\\u1ecbTh\\u1ee9cNg\\u1eabuNhi\\u00ean", "RandomBinomial.Syntax": "[ , ]", "RandomDiscrete": "RandomDiscrete", "RandomDiscrete.Syntax": "[ , ]", "RandomElement": "PhanTuNgauNhien", "RandomElement.Syntax": "[ ]", "RandomNormal": "S\\u1ed1Ng\\u1eabuNhi\\u00eanTh\\u01b0\\u1eddng", "RandomNormal.Syntax": "[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n> ]", "RandomPointIn": "RandomPointIn", "RandomPointIn.Syntax": "[ ]\\n[ ]\\n[ , , , ]", "RandomPoisson": "SoNgauNhienPoatxong", "RandomPoisson.Syntax": "[ ]", "RandomPolynomial": "\\u0110aTh\\u1ee9cNg\\u1eabuNhi\\u00ean", "RandomPolynomial.Syntax": "[ , , ]", "RandomPolynomial.SyntaxCAS": "[ , , ]\\n[ , , , ]", "RandomUniform": "Ng\\u1eabuNhi\\u00ean\\u0110\\u1ec1u", "RandomUniform.Syntax": "[ , ]\\n[ , , ]", "Rate": "L\\u00e3iSu\\u1ea5t", "Rate.Syntax": "[ , , , , , ]", "Rationalize": "VePhanSo", "Rationalize.SyntaxCAS": "[ ]", "Ray": "Tia", "Ray.Syntax": "[ <\\u0110i\\u1ec3m \\u0111\\u1ea7u>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m \\u0111\\u1ea7u>, ]", "ReadText": "ReadText", "ReadText.Syntax": "[ ]", "RectangleSum": "T\\u1ed5ngH\\u00ecnhCh\\u1eefNh\\u1eadt", "RectangleSum.Syntax": "[ , , , , ]", "ReducedRowEchelonForm": "ChuyenDangDonVi", "ReducedRowEchelonForm.Syntax": "[ ]", "Relation": "QuanH\\u1ec7", "Relation.Syntax": "[ ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "RemovableDiscontinuity": "RemovableDiscontinuity", "RemovableDiscontinuity.Syntax": "[ ]", "Remove": "B\\u1ecfRa", "Remove.Syntax": "[ , ]", "RemoveUndefined": "Xo\\u00e1\\u0110\\u1ed1iT\\u01b0\\u1ee3ngCh\\u01b0a\\u0110\\u1ecbnhNgh\\u0129a", "RemoveUndefined.Syntax": "[ ]", "Rename": "\\u0110\\u1ed5iT\\u00ean", "Rename.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "Repeat": "L\\u1eb7pL\\u1ea1i", "Repeat.Syntax": "[ , , , ... ]", "ReplaceAll": "ReplaceAll", "ReplaceAll.Syntax": "[ , , ]", "ResidualPlot": "DoThiThangDu", "ResidualPlot.Syntax": "[ , ]", "Reverse": "\\u0110\\u1ea3oNg\\u01b0\\u1ee3c", "Reverse.Syntax": "[ ]", "RightSide": "VePhai", "RightSide.Syntax": "[ ]", "RightSide.SyntaxCAS": "[ ]\\n[ ]\\n[ , ]", "RigidPolygon": "LuoiDaGiac", "RigidPolygon.Syntax": "[ <\\u0110a gi\\u00e1c> ]\\n[ <\\u0110a gi\\u00e1c>, , ]\\n[ <\\u0110i\\u1ec3m t\\u1ef1 do>, ..., <\\u0110i\\u1ec3m t\\u1ef1 do> ]", "Root": "Nghiem", "Root.Syntax": "[ <\\u0110a th\\u1ee9c> ]\\n[ , ]\\n[ , , ]", "Root.SyntaxCAS": "[ <\\u0110a th\\u1ee9c> ]", "RootList": "DanhSachNghiem", "RootList.Syntax": "[ ]", "RootMeanSquare": "TrungBinhCanThuc", "RootMeanSquare.Syntax": "[ ]", "Roots": "T\\u1eadpNghi\\u1ec7m", "Roots.Syntax": "[ , , ]", "Rotate": "PhepQuay", "Rotate.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , <\\u0110i\\u1ec3m> ]", "Rotate.Syntax3D": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , <\\u0111i\\u1ec3m tr\\u00ean tr\\u1ee5c quay>, ]", "RotateText": "QuayVanBan", "RotateText.Syntax": "[ , ]", "Row": "D\\u00f2ng", "Row.Syntax": "[ <\\u00d4 b\\u1ea3ng t\\u00ednh> ]", "RunClickScript": "RunClickScript", "RunClickScript.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "RunUpdateScript": "RunUpdateScript", "RunUpdateScript.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "SD": "DoLechChuan", "SD.Syntax": "[ ]\\n[ , ]", "SDX": "DoLechChuanX", "SDX.Syntax": "[ ]", "SDY": "DoLechChuanY", "SDY.Syntax": "[ ]", "SVD": "SVD", "SVD.Syntax": "[ ]", "SXX": "Ph\\u01b0\\u01a1ngSaiXX", "SXX.Syntax": "[ ]\\n[ ]", "SXY": "PhuongSaiXY", "SXY.Syntax": "[ ]\\n[ , ]", "SYY": "Ph\\u01b0\\u01a1ngSaiYY", "SYY.Syntax": "[ ]", "Sample": "M\\u1eabu", "Sample.Syntax": "[ , ]\\n[ , , ]", "SampleSD": "MauSD", "SampleSD.Syntax": "[ ]\\n[ , ]", "SampleSD.SyntaxCAS": "[ ]", "SampleSDX": "MauSDX", "SampleSDX.Syntax": "[ ]", "SampleSDY": "MauSDY", "SampleSDY.Syntax": "[ ]", "SampleVariance": "M\\u1eabuPh\\u01b0\\u01a1ngSai", "SampleVariance.Syntax": "[ ]\\n[ , ]", "SampleVariance.SyntaxCAS": "[ ]", "ScientificText": "VanBanKhoaHoc", "ScientificText.Syntax": "[ ]\\n[ , <\\u0110\\u1ed9 chu\\u1ea9n x\\u00e1c> ]", "SecondAxis": "Tr\\u1ee5cB\\u00e9", "SecondAxis.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "SecondAxisLength": "\\u0110\\u1ed9D\\u00e0iTr\\u1ee5cB\\u00e9", "SecondAxisLength.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Sector": "HinhQuatConic", "Sector.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc>, , ]", "Segment": "\\u0110o\\u1ea1nTh\\u1eb3ng", "Segment.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, ]", "SelectObjects": "ChonDoiTuong", "SelectObjects.Syntax": "[ ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ... ]", "SelectedElement": "Ch\\u1ecdnPh\\u1ea7nT\\u1eed", "SelectedElement.Syntax": "[ ]", "SelectedIndex": "Ch\\u1ecdnCh\\u1ec9S\\u1ed1", "SelectedIndex.Syntax": "[ ]", "Semicircle": "NuaDuongTron", "Semicircle.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Sequence": "D\\u00e3yS\\u1ed1", "Sequence.Syntax": "[ ]\\n[ , ]\\n[ , , ]\\n[ , , , ]\\n[ , , , , ]", "SetActiveView": "ThietLapHienThi", "SetActiveView.Syntax": "[ ]\\n[ ]", "SetAxesRatio": "ThietLapTiLeTruc", "SetAxesRatio.Syntax": "[ , ]", "SetAxesRatio.Syntax3D": "[ , ]\\n[ , , ]", "SetBackgroundColor": "Thi\\u1ebftL\\u1eadpM\\u00e0uN\\u1ec1n", "SetBackgroundColor.Syntax": "[ ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ecf>, , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ecf>, , ]", "SetCaption": "Thi\\u1ebftL\\u1eadpNh\\u00e3nT\\u00ean", "SetCaption.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetColor": "ThietLapMau", "SetColor.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ecf>, , ]", "SetConditionToShowObject": "ThietLapDieuKienHienThi", "SetConditionToShowObject.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec1u ki\\u1ec7n> ]", "SetConstructionStep": "SetConstructionStep", "SetConstructionStep.Syntax": "[ ]", "SetCoords": "Thi\\u1ebftL\\u1eadpTo\\u1ea1\\u0110\\u1ed9", "SetCoords.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , , ]", "SetDecoration": "SetDecoration", "SetDecoration.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110o\\u1ea1n th\\u1eb3ng>, , ]", "SetDynamicColor": "ThietLapMauDong", "SetDynamicColor.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ecf>, , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ecf>, , , <\\u0110\\u1ed9 s\\u00e1ng> ]", "SetFilling": "ThietLapLapDay", "SetFilling.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetFixed": "Thi\\u1ebftL\\u1eadpC\\u1ed1\\u0110\\u1ecbnh", "SetFixed.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]", "SetImage": "SetImage", "SetImage.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u1ea2nh> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetLabelMode": "Thi\\u1ebftL\\u1eadpKi\\u1ec3uNh\\u00e3n", "SetLabelMode.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetLayer": "ThietLapLop", "SetLayer.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetLevelOfDetail": "SetLevelOfDetail", "SetLevelOfDetail.Syntax": "[ , ]", "SetLineStyle": "Thi\\u1ebftL\\u1eadpKi\\u1ec3u\\u0110\\u01b0\\u1eddngTh\\u1eb3ng", "SetLineStyle.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetLineThickness": "ThietLapDoDayDuongThang", "SetLineThickness.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetPerspective": "Thi\\u1ebftL\\u1eadpM\\u00e0nH\\u00ecnh", "SetPerspective.Syntax": "[ ]", "SetPointSize": "Thi\\u1ebftL\\u1eadpK\\u00edchTh\\u01b0\\u1edbc\\u0110i\\u1ec3m", "SetPointSize.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetPointStyle": "ThietLapKieuDiem", "SetPointStyle.Syntax": "[ <\\u0110i\\u1ec3m>, ]", "SetSeed": "T\\u1ea1oS\\u1ed1Ng\\u1eabuNhi\\u00ean", "SetSeed.Syntax": "[ ]", "SetSpinSpeed": "\\u0110\\u1ecbnhT\\u1ed1c\\u0110\\u1ed9Quay", "SetSpinSpeed.Syntax": "[ ]", "SetTooltipMode": "Thi\\u1ebftL\\u1eadpKi\\u1ec3uH\\u01b0\\u1edbngD\\u1eabn", "SetTooltipMode.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetTrace": "T\\u1ea1oV\\u1ebft", "SetTrace.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "SetValue": "ThietLapGiaTri", "SetValue.Syntax": "[ , <0|1> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ , , <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "SetViewDirection": "Ch\\u1ecdnH\\u01b0\\u1edbngHi\\u1ec3nTh\\u1ecb", "SetViewDirection.Syntax": "[ ]\\n[ ]\\n[ , ]", "SetVisibleInView": "ThietLapHienThiDuoc", "SetVisibleInView.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, , ]", "Shear": "L\\u00e0mBi\\u1ebfnD\\u1ea1ng", "Shear.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, ]", "ShortestDistance": "Kho\\u1ea3ngC\\u00e1chNg\\u1eafnNh\\u1ea5t", "ShortestDistance.Syntax": "[ , <\\u0110i\\u1ec3m \\u0111\\u1ea7u>, <\\u0110i\\u1ec3m cu\\u1ed1i>, <\\u0110\\u1ecbnh l\\u01b0\\u1ee3ng Boolean> ]", "ShowAxes": "HienThiHeTruc", "ShowAxes.Syntax": "[]\\n[ ]\\n[ , ]", "ShowGrid": "Hi\\u1ec3nTh\\u1ecbL\\u01b0\\u1edbi", "ShowGrid.Syntax": "[]\\n[ ]\\n[ , ]", "ShowLabel": "HienThiNhan", "ShowLabel.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]", "ShowLayer": "Hi\\u1ec3nTh\\u1ecbL\\u1edbp", "ShowLayer.Syntax": "[ ]", "Shuffle": "SapXepLai", "Shuffle.Syntax": "[ ]", "SigmaXX": "XichMaXX", "SigmaXX.Syntax": "[ ]\\n[ ]\\n[ , ]", "SigmaXY": "XichMaXY", "SigmaXY.Syntax": "[ ]\\n[ , ]", "SigmaYY": "XichMaYY", "SigmaYY.Syntax": "[ ]", "Simplify": "R\\u00fatG\\u1ecdn", "Simplify.Syntax": "[ ]\\n[ ]", "Simplify.SyntaxCAS": "[ ]", "Slider": "ThanhTr\\u01b0\\u1ee3t", "Slider.Syntax": "[ , , , , <\\u0110\\u1ed9 r\\u1ed9ng>, , , , ]", "Slope": "H\\u1ec7S\\u1ed1G\\u00f3c", "Slope.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]", "SlopeField": "Tr\\u01b0\\u1eddngH\\u1ec7S\\u1ed1G\\u00f3c", "SlopeField.Syntax": "[ ]\\n[ , ]\\n[ , , <\\u0110\\u1ed9 d\\u00e0i s\\u1ed1 nh\\u00e2n a> ]\\n[ , , <\\u0110\\u1ed9 d\\u00e0i s\\u1ed1 nh\\u00e2n a>, , , , ]", "SlowPlot": "\\u0110\\u1ed3Th\\u1ecbChuy\\u1ec3n\\u0110\\u1ed9ng", "SlowPlot.Syntax": "[ ]\\n[ , ]", "Solutions": "CacNghiem", "Solutions.Syntax": "[ ]", "Solutions.SyntaxCAS": "[ ]\\n[ , ]\\n[ , ]", "Solve": "Giai", "Solve.Syntax": "[ ]", "Solve.SyntaxCAS": "[ ]\\n[ , ]\\n[ , ]\\n[ , ]\\n[ , , ]", "SolveCubic": "Gi\\u1ea3iPh\\u01b0\\u01a1ngTr\\u00ecnhB\\u1eadcBa", "SolveCubic.SyntaxCAS": "[ <\\u0110a th\\u1ee9c b\\u1eadc ba> ]", "SolveODE": "GiaiPhuongTrinhViPhanThuong", "SolveODE.Syntax": "[ ]\\n[ , <\\u0110i\\u1ec3m tr\\u00ean f> ]\\n[ , , , , ]\\n[ , , , , , ]\\n[ , , , , , , , ]", "SolveODE.SyntaxCAS": "[ ]\\n[ , <\\u0110i\\u1ec3m tr\\u00ean f> ]\\n[ , <\\u0110i\\u1ec3m tr\\u00ean f>, <\\u0110i\\u1ec3m tr\\u00ean f\'> ]\\n[ , , , <\\u0110i\\u1ec3m tr\\u00ean f> ] \\n[ , , , <\\u0110i\\u1ec3m tr\\u00ean f>, <\\u0110i\\u1ec3m tr\\u00ean f\'> ]", "SolveQuartic": "SolveQuartic", "SolveQuartic.SyntaxCAS": "[ ]", "Sort": "S\\u1eafpX\\u1ebfp", "Sort.Syntax": "[ ]\\n[ , ]", "Spearman": "H\\u1ec7S\\u1ed1Spearman", "Spearman.Syntax": "[ ]\\n[ , ]", "Sphere": "MatCau", "Sphere.Syntax": "[ <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Spline": "Spline", "Spline.Syntax": "[ ]\\n[ , ]\\n[ , , ]", "Split": "Split", "Split.Syntax": "[ , ]", "StartAnimation": "BatDauChuyenDong", "StartAnimation.Syntax": "[ ]\\n[ ]\\n[ , , ... ]\\n[ , , ..., ]", "StartRecord": "B\\u1eaft\\u0111\\u1ea7udanhs\\u00e1ch", "StartRecord.Syntax": "[ ]\\n[ ]", "StemPlot": "DoThiCanhLa", "StemPlot.Syntax": "[ ]\\n[ , <\\u0111i\\u1ec1u ch\\u1ec9nh -1|0|1> ]", "StepGraph": "DoThiBacThang", "StepGraph.Syntax": "[ ]\\n[ , ]\\n[ , ]\\n[ , , ]\\n[ , , ]\\n[ , , , ]", "StickGraph": "\\u0110\\u1ed3Th\\u1ecbG\\u1ea5pKh\\u00fac", "StickGraph.Syntax": "[ ]\\n[ , ]\\n[ , ]\\n[ , , ]", "Stretch": "PhepCoGian", "Stretch.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, ]", "Substitute": "PhepThayThe", "Substitute.SyntaxCAS": "[ , ]\\n[ , , <\\u0110\\u1ebfn> ]", "Sum": "Tong", "Sum.Syntax": "[ ]\\n[ , ]\\n[ , ]\\n[ , , , ]", "Sum.SyntaxCAS": "[ ]\\n[ , , , ]", "SumSquaredErrors": "TongSaiSo", "SumSquaredErrors.Syntax": "[ , ]", "SurdText": "D\\u1ea1ngV\\u00f4T\\u1ec9", "SurdText.Syntax": "[ <\\u0110i\\u1ec3m> ]\\n[ ]\\n[ , ]", "Surface": "BeMat", "Surface.Syntax": "[ , ]\\n[ <\\u0110\\u01b0\\u1eddng cong>, , <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ , , , , , , , , ]", "TDistribution": "PhanPhoiT", "TDistribution.Syntax": "[ , ]\\n[ , , ]\\n[ , x, ]", "TDistribution.SyntaxCAS": "[ , ]", "TMean2Estimate": "UocLuongTrungBinhT2", "TMean2Estimate.Syntax": "[ , , , ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n m\\u1eabu 1>, , , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n m\\u1eabu 2>, , , ]", "TMeanEstimate": "UocLuongTrungBinhT", "TMeanEstimate.Syntax": "[ , ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n m\\u1eabu>, , ]", "TTest": "Ki\\u1ec3m\\u0110\\u1ecbnhT", "TTest.Syntax": "[ , , ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n m\\u1eabu>, , , ]", "TTest2": "KiemDinhT2", "TTest2.Syntax": "[ , , , ]\\n[ , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n m\\u1eabu 1>, , , <\\u0110\\u1ed9 l\\u1ec7ch chu\\u1ea9n m\\u1eabu 2>, , , ]", "TTestPaired": "Ki\\u1ec3m\\u0110\\u1ecbnhTh\\u1ed1ngK\\u00eaC\\u1eb7p", "TTestPaired.Syntax": "[ , , ]", "TableText": "B\\u1ea3ngV\\u0103nB\\u1ea3n", "TableText.Syntax": "[ , , ... ]\\n[ , , ..., ]\\n[ , , ..., , ]\\n[ , , ..., , , ]", "Take": "Lay", "Take.Syntax": "[ , , ]\\n[ , ]\\n[ , , ]\\n[ , ]", "Take.SyntaxCAS": "[ , ]\\n[ , , ]\\n[ , , ]\\n[ , ]", "Tangent": "TiepTuyen", "Tangent.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110i\\u1ec3m tr\\u00ean \\u0111\\u01b0\\u1eddng cong>, <\\u0110\\u01b0\\u1eddng cong> ]\\n[ , ]\\n[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng>, <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc>, <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]", "Tangent.SyntaxCAS": "[ , ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "TaylorSeries": "KhaiTrienTaylor", "TaylorSeries.Syntax": "[ , , ]", "TaylorSeries.SyntaxCAS": "[ , , ]\\n[ , , , ]", "Tetrahedron": "T\\u1ee9Di\\u1ec7n", "Tetrahedron.Syntax": "[ ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Text": "VanBan", "Text.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m> ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m>, ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m>, , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m>, , , ]\\n[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, <\\u0110i\\u1ec3m>, , , , ]", "TextToUnicode": "VanBanUnicode", "TextToUnicode.Syntax": "[ ]", "Textfield": "H\\u1ed9p\\u0110\\u1ea7uV\\u00e0o", "Textfield.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng \\u0111\\u00e3 li\\u00ean k\\u1ebft> ]", "TiedRank": "X\\u1ebfpH\\u1ea1ng", "TiedRank.Syntax": "[ ]", "ToBase": "Chuy\\u1ec3nH\\u1ec7\\u0110\\u1ebfm", "ToBase.Syntax": "[ , ]", "ToComplex": "DangSoPhuc", "ToComplex.Syntax": "[ ]", "ToExponential": "DangLuyThua", "ToExponential.SyntaxCAS": "[ ]", "ToPoint": "Chuy\\u1ec3nS\\u1ed1Ph\\u1ee9cSang\\u0110i\\u1ec3m", "ToPoint.Syntax": "[ ]", "ToPolar": "ChuyenDangCuc", "ToPolar.Syntax": "[ ]\\n[ ]", "ToolImage": "C\\u00f4ngC\\u1ee5\\u1ea2nh", "ToolImage.Syntax": "[ ]\\n[ , <\\u0110i\\u1ec3m> ]\\n[ , <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m> ]", "Top": "DinhTren", "Top.Syntax": "[ ]", "Translate": "PhepTinhTien", "Translate.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng>, ]\\n[ , <\\u0110i\\u1ec3m \\u0111\\u1ea7u> ]", "Transpose": "Chuy\\u1ec3nV\\u1ecb", "Transpose.Syntax": "[ ]", "TrapezoidalSum": "TongHinhThang", "TrapezoidalSum.Syntax": "[ , , , ]", "TravelingSalesman": "DuongDiNganNhat", "TravelingSalesman.Syntax": "[ ]", "TriangleCenter": "TamTamGiac", "TriangleCenter.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "TriangleCurve": "DuongCongTamGiac", "TriangleCurve.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, ]", "Triangular": "PhanPhoiTamGiac", "Triangular.Syntax": "[ , , , ]\\n[ , , , , ]\\n[ , , , x, ]", "TrigCombine": "NoiLuongGiac", "TrigCombine.Syntax": "[ ]\\n[ , ]", "TrigExpand": "KhaiTri\\u1ec3nL\\u01b0\\u1ee3ngGi\\u00e1c", "TrigExpand.Syntax": "[ ]\\n[ , ]", "TrigExpand.SyntaxCAS": "[ ]\\n[ , ]\\n[ , , ]\\n[ , , , ]", "TrigSimplify": "DonGianLuongGiac", "TrigSimplify.Syntax": "[ ]", "Trilinear": "TamTuyenTinh", "Trilinear.Syntax": "[ <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, <\\u0110i\\u1ec3m>, , , ]", "TurningPoint": "DiemUon", "TurningPoint.Syntax": "[ <\\u0110a th\\u1ee9c> ]", "TurningPoint.SyntaxCAS": "[ ]", "Turtle": "Turtle", "Turtle.Syntax": "[]", "TurtleBack": "SauTurtle", "TurtleBack.Syntax": "[ , ]", "TurtleDown": "TurtleDown", "TurtleDown.Syntax": "[ ]", "TurtleForward": "TruocTurtle", "TurtleForward.Syntax": "[ , ]", "TurtleLeft": "TraiTurtle", "TurtleLeft.Syntax": "[ , ]", "TurtleRight": "PhaiTurtle", "TurtleRight.Syntax": "[ , ]", "TurtleUp": "TurtleUp", "TurtleUp.Syntax": "[ ]", "Type": "Type", "Type.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "UnicodeToLetter": "UnicodeTh\\u00e0nhK\\u00fdT\\u1ef1", "UnicodeToLetter.Syntax": "[ ]", "UnicodeToText": "UnicodeTh\\u00e0nhV\\u0103nB\\u1ea3n", "UnicodeToText.Syntax": "[ ]", "Uniform": "PhanPhoiDeu", "Uniform.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "Union": "Hop", "Union.Syntax": "[ , ]\\n[ <\\u0110a gi\\u00e1c>, <\\u0110a gi\\u00e1c> ]", "Unique": "DuyNh\\u1ea5t", "Unique.Syntax": "[ ]", "UnitOrthogonalVector": "VectoPh\\u00e1pTuy\\u1ebfn\\u0110\\u01a1nV\\u1ecb", "UnitOrthogonalVector.Syntax": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ ]", "UnitOrthogonalVector.Syntax3D": "[ <\\u0110\\u01b0\\u1eddng th\\u1eb3ng> ]\\n[ <\\u0110o\\u1ea1n th\\u1eb3ng> ]\\n[ ]\\n[ ]", "UnitOrthogonalVector.SyntaxCAS": "[ ]", "UnitVector": "Vecto\\u0110\\u01a1nV\\u1ecb", "UnitVector.Syntax": "[ <\\u0110\\u1ed1i t\\u01b0\\u1ee3ng> ]", "UnitVector.SyntaxCAS": "[ ]", "UpdateConstruction": "C\\u1eadpNh\\u1eadtD\\u1ef1ngH\\u00ecnh", "UpdateConstruction.Syntax": "[ ]\\n[ ]", "UpperSum": "TongTichPhanTren", "UpperSum.Syntax": "[ , , , ]", "Variance": "PhuongSai", "Variance.Syntax": "[ ]\\n[ , ]", "Vector": "Vecto", "Vector.Syntax": "[ <\\u0110i\\u1ec3m> ]\\n[ <\\u0110i\\u1ec3m \\u0111\\u1ea7u>, <\\u0110i\\u1ec3m cu\\u1ed1i> ]", "Vertex": "\\u0110\\u1ec9nh", "Vertex.Syntax": "[ <\\u0110\\u01b0\\u1eddng c\\u00f4n\\u00edc> ]\\n[ ]\\n[ <\\u0110a gi\\u00e1c> ]\\n[ <\\u0110a gi\\u00e1c>, ]\\n[ <\\u0110o\\u1ea1n th\\u1eb3ng>, ]", "VerticalText": "VanBanDoc", "VerticalText.Syntax": "[ ]\\n[ , <\\u0110i\\u1ec3m> ]", "Volume": "Th\\u1ec3T\\u00edch", "Volume.Syntax": "[ ]", "Voronoi": "BieuDoVoronoi", "Voronoi.Syntax": "[ ]", "Weibull": "PhanPhoiWeibull", "Weibull.Syntax": "[ , , ]\\n[ , , , ]\\n[ , , x, ]", "Weibull.SyntaxCAS": "[ , , ]", "ZMean2Estimate": "LuongGiaTrungBinhZ2", "ZMean2Estimate.Syntax": "[ , , <\\u03c31>, <\\u03c32>, ]\\n[ , <\\u03c31>, , , <\\u03c32>, , ]", "ZMean2Test": "KiemDinhTrungBinhZ2", "ZMean2Test.Syntax": "[ , <\\u03c31>, , <\\u03c32>, ]\\n[ , <\\u03c31>, , , <\\u03c32>, , ]", "ZMeanEstimate": "TrungB\\u00ecnhZ", "ZMeanEstimate.Syntax": "[ , <\\u03c3>, ]\\n[ , <\\u03c3>, , ]", "ZMeanTest": "Ki\\u1ec3m\\u0110\\u1ecbnhZ", "ZMeanTest.Syntax": "[ , <\\u03c3>, , ]\\n[ , <\\u03c3>, , , ]", "ZProportion2Estimate": "LuongGiaTiLeZ2", "ZProportion2Estimate.Syntax": "[ , , , , ]", "ZProportion2Test": "KiemDinhTiLeZ2", "ZProportion2Test.Syntax": "[ , , , , ]", "ZProportionEstimate": "L\\u01b0\\u1ee3ngGi\\u00e1T\\u1ec9L\\u1ec7Z", "ZProportionEstimate.Syntax": "[ , , ]", "ZProportionTest": "KiemDinhTiLeZ", "ZProportionTest.Syntax": "[ , , , ]", "Zip": "N\\u00e9n", "Zip.Syntax": "[ , , , , , ... ]", "Zipf": "Ph\\u00e2nPh\\u1ed1iZipf", "Zipf.Syntax": "[ , ]\\n[ , , ]\\n[ , , , ]", "Zipf.SyntaxCAS": "[ , , , ]", "ZoomIn": "ThuNho", "ZoomIn.Syntax": "[ ]\\n[ ]\\n[ , <\\u0110i\\u1ec3m t\\u00e2m> ]\\n[ , , , ]\\n[ , , , , , ]", "ZoomOut": "PhongTo", "ZoomOut.Syntax": "[ ]\\n[ , <\\u0110i\\u1ec3m t\\u00e2m> ]", "mad": "mad", "mad.Syntax": "[ ]\\n[ , ]", "mean": "mean", "mean.Syntax": "[ ]\\n[ , ]", "stdev": "stdev", "stdev.Syntax": "[ ]\\n[ , ]", "stdevp": "stdevp", "stdevp.Syntax": "[ ]\\n[ , ]"}');__GGB__keysVar["vi"].error=JSON.parse('{"AssignmentToFixed": "Kh\\u00f4ng th\\u1ec3 thay \\u0111\\u1ed5i c\\u00e1c \\u0111\\u1ed1i t\\u01b0\\u1ee3ng c\\u1ed1 \\u0111\\u1ecbnh", "CAS.GeneralErrorMessage": "Gi\\u00e1 tr\\u1ecb nh\\u1eadp v\\u00e0o kh\\u00f4ng h\\u1ee3p l\\u1ec7", "CAS.InvalidReferenceError": "M\\u1ed9t ho\\u1eb7c nhi\\u1ec1u tham chi\\u1ebfu kh\\u00f4ng \\u0111\\u00fang", "CAS.SelectionStructureError": "Ki\\u1ec3m tra l\\u1ea1i c\\u1ea5u tr\\u00fac trong l\\u1ef1a ch\\u1ecdn c\\u1ee7a b\\u1ea1n", "CAS.TimeoutError": "Th\\u1eddi gian t\\u00ednh qu\\u00e1 l\\u00e2u v\\u00e0 c\\u00f3 th\\u1ec3 b\\u1ecb h\\u1ee7y b\\u1ecf", "CAS.VariableIsDynamicReference": "Th\\u1eed g\\u00e1n cho tham chi\\u1ebfu \\u0111\\u1ed9ng", "CannotUnsnap": "Kh\\u00f4ng th\\u1ec3 th\\u00e1o m\\u1edf ph\\u1ea7n \\u1ee9ng d\\u1ee5ng n\\u00e0y", "ChangeDependent": "Kh\\u00f4ng th\\u1ec3 thay \\u0111\\u1ed5i c\\u00e1c \\u0111\\u1ed1i t\\u01b0\\u1ee3ng ph\\u1ee5 thu\\u1ed9c", "CircularDefinition": "X\\u00e1c \\u0111\\u1ecbnh ranh gi\\u1edbi c\\u1ee7a \\u0111\\u01b0\\u1eddng tr\\u00f2n", "Error": "L\\u1ed7i", "ExponentMustBeInteger": "S\\u1ed1 m\\u0169 b\\u1eaft bu\\u1ed9c ph\\u1ea3i l\\u00e0 m\\u1ed9t s\\u1ed1 nguy\\u00ean", "FileFormatUnknown": "Kh\\u00f4ng x\\u00e1c \\u0111\\u1ecbnh \\u0111\\u01b0\\u1ee3c \\u0111\\u1ecbnh d\\u1ea1ng c\\u1ee7a t\\u1eadp tin", "FileLoadingError": "Sorry, the file could not be loaded. Please refresh the page or go to https://help.geogebra.org for support", "FileNotFound": "Kh\\u00f4ng t\\u00ecm th\\u1ea5y t\\u1eadp tin", "FrameLoadError": "This web page does not support embedding.", "FunctionExpected": "H\\u00e0m s\\u1ed1 th\\u1ecfa m\\u00e3n", "IllegalAddition": "Ph\\u00e9p c\\u1ed9ng kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalArgument": "\\u0110\\u1ed1i s\\u1ed1 kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalArgumentNumber": "Gi\\u00e1 tr\\u1ecb c\\u1ee7a \\u0111\\u1ed1i s\\u1ed1 kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalAssignment": "Ch\\u1eef s\\u1ed1 kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalBoolean": "To\\u00e1n t\\u1eed l\\u00f4g\\u00edc kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalComparison": "Ph\\u00e9p so s\\u00e1nh kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalDivision": "Ph\\u00e9p chia kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalExponent": "S\\u1ed1 m\\u0169 kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalListOperation": "Danh s\\u00e1ch c\\u00e1c ph\\u00e9p to\\u00e1n kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalMultiplication": "Ph\\u00e9p nh\\u00e2n kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IllegalSubtraction": "Ph\\u00e9p tr\\u1eeb kh\\u00f4ng h\\u1ee3p l\\u1ec7", "IncompleteEquation": "Kh\\u00f4ng hi\\u1ec3n th\\u1ecb \\u0111\\u1ee7 ph\\u01b0\\u01a1ng tr\\u00ecnh: Vui l\\u00f2ng nh\\u1ea5n ENTER \\u0111\\u1ec3 xem ti\\u1ebfp ph\\u00eda sau", "InputError.EndValueLessThanStartValue": "End value for x must be greater than start value for x.", "InputError.Enter_a_number": "Enter a number.", "InputError.Enter_a_number_greater_than_0": "Enter a number greater than 0", "InvalidEquation": "Ph\\u01b0\\u01a1ng tr\\u00ecnh kh\\u00f4ng h\\u1ee3p l\\u1ec7: Vui l\\u00f2ng nh\\u1eadp v\\u00e0o ph\\u01b0\\u01a1ng tr\\u00ecnh tuy\\u1ebfn t\\u00ednh ho\\u1eb7c ph\\u01b0\\u01a1ng tr\\u00ecnh b\\u1eadc hai theo \' x \' v\\u00e0 \' y \'", "InvalidFunction": "H\\u00e0m s\\u1ed1 kh\\u00f4ng h\\u1ee3p l\\u1ec7: Vui l\\u00f2ng nh\\u1eadp v\\u00e0o h\\u00e0m s\\u1ed1 theo x", "InvalidInput": "Gi\\u00e1 tr\\u1ecb nh\\u1eadp v\\u00e0o kh\\u00f4ng h\\u1ee3p l\\u1ec7", "LabelAlreadyUsed": "This label is already used.", "LoadFileFailed": "L\\u1ed7i khi m\\u1edf t\\u1eadp tin", "NameUsed": "T\\u00ean n\\u00e0y \\u0111\\u00e3 \\u0111\\u01b0\\u1ee3c s\\u1eed d\\u1ee5ng", "NotAuthorized": "Not authorized", "NumberExpected": "S\\u1ed1 th\\u1ecfa m\\u00e3n", "PasteImageFailed": "Kh\\u00f4ng th\\u1ec3 d\\u00e1n h\\u00ecnh t\\u1eeb b\\u1ed9 nh\\u1edb", "RenameFailed": "\\u0110\\u1ed5i t\\u00ean kh\\u00f4ng th\\u00e0nh c\\u00f4ng", "ReplaceFailed": "\\u0110\\u1ecbnh ngh\\u0129a l\\u1ea1i kh\\u00e1i ni\\u1ec7m kh\\u00f4ng th\\u00e0nh c\\u00f4ng", "SaveFileFailed": "L\\u01b0u t\\u1eadp tin kh\\u00f4ng th\\u00e0nh c\\u00f4ng", "TableValuesMaxGreater": "Minimum value needs to be less than the maximum value", "TableValuesMinMaxInvalid": "The minimum and/or maximum values are invalid", "TableValuesStepInvalid": "Value for step is invalid", "TooManyRows": "Your input would create too many table rows. Please change your range values.", "Tool.CommandNameTaken": "C\\u00e2u l\\u1ec7nh \\u0111ang \\u0111\\u01b0\\u1ee3c s\\u1eed d\\u1ee5ng b\\u1edfi m\\u1ed9t c\\u00f4ng c\\u1ee5 kh\\u00e1c", "Tool.CreationFailed": "Kh\\u00f4ng t\\u1ea1o \\u0111\\u01b0\\u1ee3c c\\u00f4ng c\\u1ee5", "Tool.DeleteUsed": "C\\u00f4ng c\\u1ee5 \\u0111ang \\u0111\\u01b0\\u1ee3c s\\u1eed d\\u1ee5ng trong vi\\u1ec7c d\\u1ef1ng h\\u00ecnh v\\u00e0 kh\\u00f4ng th\\u1ec3 x\\u00f3a \\u0111\\u01b0\\u1ee3c", "Tool.InputNotNeeded": "\\u0110\\u1ed1i t\\u01b0\\u1ee3ng nh\\u1eadp v\\u00e0o kh\\u00f4ng c\\u1ea7n thi\\u1ebft", "Tool.OutputNotDependent": "\\u0110\\u1ed1i t\\u01b0\\u1ee3ng xu\\u1ea5t ra kh\\u00f4ng ph\\u1ee5 thu\\u1ed9c \\u0111\\u1ed1i t\\u01b0\\u1ee3ng nh\\u1eadp v\\u00e0o", "UnbalancedBrackets": "D\\u1ea5u ngo\\u1eb7c ch\\u01b0a t\\u01b0\\u01a1ng \\u1ee9ng", "UndefinedVariable": "Bi\\u1ebfn s\\u1ed1 ch\\u01b0a \\u0111\\u1ecbnh ngh\\u0129a", "UnknownCommand": "C\\u00e2u l\\u1ec7nh ch\\u01b0a \\u0111\\u1ecbnh ngh\\u0129a", "VectorExpected": "\\u0110i\\u1ec3m ho\\u1eb7c v\\u00e9ct\\u01a1 th\\u1ecfa m\\u00e3n", "VideoAccessError": "Something went wrong.", "VideoAccessError.Mebis": "Something went wrong. Please check if you are online and logged in to Mebis."}');__GGB__keysVar["vi"].menu=JSON.parse('{"1VariableStatistics": "1 Variable Statistics", "2VariableStatistics": "2 Variable Statistics", "ACommand": "%0 Command", "ADecimalPlace": "%0 D\\u1ea5u th\\u1eadp ph\\u00e2n", "ADecimalPlaces": "%0 D\\u1ea5u th\\u1eadp ph\\u00e2n", "ADerivativeOfB": "%0 \\u0111\\u1ea1o h\\u00e0m c\\u1ee7a %1", "ADilatedByFactorBfromC": "%0 d\\u00e3n b\\u1edfi y\\u1ebfu t\\u1ed1 %1 t\\u1eeb %2", "ADoesNotIntersectWithB": "%0 kh\\u00f4ng giao v\\u1edbi %1", "AGray": "%0 M\\u00e0u x\\u00e1m", "AIntersectsWithB": "%0 giao v\\u1edbi %1", "AMirroredAtB": "%0 \\u0111\\u1ed1i x\\u1ee9ng qua %1", "ANOVA": "Ph\\u00e2n t\\u00edch ANOVA", "APixelsOnScreen": "%0 pixels on screen", "ARotatedByAngleB": "%0 xoay b\\u1edfi g\\u00f3c %1", "ARotatedByAngleBAboutC": "%0 rotated by angle %1 about %2", "ARotatedByAngleBAboutCThroughD": "%0 rotated by angle %1 about an axis parallel to %2 passing through %3", "ARotatedByAngleBAboutPlaneCThroughD": "%0 rotated by angle %1 about an axis perpendicular to %2 and passing through %3", "ASignificantFigure": "%0 K\\u00fd hi\\u1ec7u c\\u00f3 ngh\\u0129a", "ASignificantFigures": "%0 Nh\\u1eefng k\\u00fd hi\\u1ec7u c\\u00f3 ngh\\u0129a", "AStatistics": "%0 Statistics", "ATouchesB": "%0 touches %1", "AandB": "%0 v\\u00e0 %1", "AandBareEqual": "%0 v\\u00e0 %1 b\\u1eb1ng nhau", "AandBareLinearlyDependent": "%0 v\\u00e0 %1 ph\\u1ee5 thu\\u1ed9c tuy\\u1ebfn t\\u00ednh nhau", "AandBareLinearlyIndependent": "%0 v\\u00e0 %1 \\u0111\\u1ed9c l\\u1eadp tuy\\u1ebfn t\\u00ednh nhau", "AandBareNotEqual": "%0 v\\u00e0 %1 kh\\u00f4ng b\\u1eb1ng nhau", "AandBareNotPerpendicular": "%0 and %1 are not perpendicular", "AandBareParallel": "%0 v\\u00e0 %1 song song", "AandBarePerpendicular": "%0 v\\u00e0 %1 vu\\u00f4ng g\\u00f3c nhau", "AandBcannotBeCompared": "%0 v\\u00e0 %1 kh\\u00f4ng th\\u1ec3 so s\\u00e1nh \\u0111\\u01b0\\u1ee3c", "About": "Th\\u00f4ng tin v\\u1ec1 ch\\u01b0\\u01a1ng tr\\u00ecnh", "AboutLicense": "Th\\u00f4ng tin v\\u1ec1 b\\u1ea3n quy\\u1ec1n", "AbsoluteScreenLocation": "V\\u1ecb tr\\u00ed c\\u1ed1 \\u0111\\u1ecbnh tr\\u00ean m\\u00e0n h\\u00ecnh", "Accelerometer": "Acceleration", "Accents": "Tr\\u1ecdng \\u00e2m", "AccentsExt": "Tr\\u1ecdng \\u00e2m m\\u1edf r\\u1ed9ng", "ActionObjectTools": "C\\u00e1c c\\u00f4ng c\\u1ee5 t\\u00e1c \\u0111\\u1ed9ng \\u0111\\u1ed1i t\\u01b0\\u1ee3ng", "ActualFrequency": "Actual Frequency (Hz)", "AddColumn": "Add Column", "AddCustomColor": "Th\\u00eam t\\u00f9y bi\\u1ebfn m\\u00e0u s\\u1eafc", "AddFavorite": "Th\\u00eam m\\u1ee5c \\u01b0a th\\u00edch", "AddItem": "Add Item", "AddLabel": "Add label", "AddRow": "Add Row", "AddSelection": "Th\\u00eam l\\u1ef1a ch\\u1ecdn", "AddTrace": "Th\\u00eam \\u0111\\u1ed1i t\\u01b0\\u1ee3ng v\\u00e0o danh s\\u00e1ch t\\u1ea1o v\\u1ebft", "Adjustment": "\\u0110i\\u1ec1u ch\\u1ec9nh", "AdoesNotLieOnB": "%0 kh\\u00f4ng n\\u1eb1m tr\\u00ean %1", "AdoesNotLieOnThePerimeterOfB": "%0 kh\\u00f4ng n\\u1eb1m trong chu vi %1", "AdoesNothaveTheSameAreaAsB": "%0 c\\u00f3 di\\u1ec7n t\\u00edch kh\\u00f4ng b\\u1eb1ng di\\u1ec7n t\\u00edch c\\u1ee7a %1", "AdoesNothaveTheSameLengthAsB": "%0 c\\u00f3 \\u0111\\u1ed9 d\\u00e0i kh\\u00e1c \\u0111\\u1ed9 d\\u00e0i c\\u1ee7a %1", "Advanced": "N\\u00e2ng cao", "AhasTheSameAreaAsB": "%0 c\\u00f3 di\\u1ec7n t\\u00edch b\\u1eb1ng di\\u1ec7n t\\u00edch c\\u1ee7a %1", "AhasTheSameLengthAsB": "%0 c\\u00f3 \\u0111\\u1ed9 d\\u00e0i b\\u1eb1ng \\u0111\\u1ed9 d\\u00e0i c\\u1ee7a %1", "AintersectsWithBOnce": "%0 giao v\\u1edbi %1 m\\u1ed9t l\\u1ea7n", "AintersectsWithBTwice": "%0 giao v\\u1edbi %1 hai l\\u1ea7n", "AisAnAsymptoteToB": "%0 ti\\u1ec7m c\\u1eadn v\\u1edbi %1", "AisNotDefined": "%0 ch\\u01b0a \\u0111\\u01b0\\u1ee3c \\u0111\\u1ecbnh ngh\\u0129a", "AisaDegenerateBranchOfB": "%0 l\\u00e0 nh\\u00e1nh suy bi\\u1ebfn c\\u1ee7a %1", "AisaTangentToB": "%0 l\\u00e0 ti\\u1ebfp tuy\\u1ebfn c\\u1ee7a %1", "Algebra": "D\\u1ea1ng \\u0111\\u1ea1i s\\u1ed1", "AlgebraDescriptions": "M\\u00f4 t\\u1ea3 \\u0111\\u1ea1i s\\u1ed1", "AlgebraWindow": "Hi\\u1ec3n th\\u1ecb danh s\\u00e1ch \\u0111\\u1ed1i t\\u01b0\\u1ee3ng", "AliesOnB": "%0 n\\u1eb1m tr\\u00ean %1", "AliesOnThePerimeterOfB": "%0 n\\u1eb1m trong chu vi %1", "All": "T\\u1ea5t c\\u1ea3", "AllBars": "All Bars", "AllCommands": "T\\u1ea5t c\\u1ea3 c\\u00e1c c\\u00e2u l\\u1ec7nh", "AllSlices": "All Slices", "AllViews": "Hi\\u1ec3n th\\u1ecb t\\u1ea5t c\\u1ea3", "AllowRescaling": "Cho ph\\u00e9p thay \\u0111\\u1ed5i t\\u1ef7 l\\u1ec7", "AllowStyleBar": "Cho ph\\u00e9p ki\\u1ec3u d\\u1ea1ng h\\u00ecnh ch\\u1eef nh\\u1eadt", "AllowTooltips": "Cho ph\\u00e9p thay \\u0111\\u1ed5i c\\u00f4ng c\\u1ee5", "Alt": "Alt", "AltGr": "AltG", "AlternativeHypothesis": "\\u0110\\u1ed1i thuy\\u1ebft", "AlternativeHypothesis.short": "H1", "Altitude": "\\u0110\\u01b0\\u1eddng cao", "AlwaysTrue": "(always true)", "Anaglyph": "Anaglyph", "Analyze": "Ph\\u00e2n t\\u00edch", "Angle": "G\\u00f3c", "Angle.Help": "X\\u00e1c \\u0111\\u1ecbnh 3 \\u0111i\\u1ec3m ho\\u1eb7c 2 \\u0111\\u01b0\\u1eddng th\\u1eb3ng", "Angle.Tool": "G\\u00f3c", "AngleA": "Angle %0", "AngleBetween": "G\\u00f3c gi\\u1eefa:", "AngleBetweenAB": "G\\u00f3c gi\\u1eefa %0, %1", "AngleBetweenAB.short": "%0 to %1", "AngleBetweenABC": "G\\u00f3c gi\\u1eefa %0, %1, %2", "AngleBetweenABCofD": "G\\u00f3c gi\\u1eefa %0, %1, %2 c\\u1ee7a %3", "AngleBisector": "\\u0110\\u01b0\\u1eddng ph\\u00e2n gi\\u00e1c", "AngleBisector.Help": "Ch\\u1ecdn 3 \\u0111i\\u1ec3m ho\\u1eb7c 2 \\u0111\\u01b0\\u1eddng th\\u1eb3ng", "AngleBisectorOfAB": "\\u0110\\u01b0\\u1eddng ph\\u00e2n gi\\u00e1c c\\u1ee7a g\\u00f3c gi\\u1eefa %0, %1", "AngleBisectorOfABC": "\\u0110\\u01b0\\u1eddng ph\\u00e2n gi\\u00e1c c\\u1ee7a g\\u00f3c gi\\u1eefa %0, %1, %2", "AngleFixed": "G\\u00f3c v\\u1edbi \\u0111\\u1ed9 l\\u1edbn cho tr\\u01b0\\u1edbc", "AngleFixed.Help": "X\\u00e1c \\u0111\\u1ecbnh 1 \\u0111i\\u1ec3m, \\u0111\\u1ec9nh c\\u1ee7a g\\u00f3c v\\u00e0 nh\\u1eadp v\\u00e0o \\u0111\\u1ed9 l\\u1edbn c\\u1ee7a g\\u00f3c", "AngleOfA": "G\\u00f3c c\\u1ee7a %0", "AngleUnit": "\\u0110\\u01a1n v\\u1ecb c\\u1ee7a g\\u00f3c", "Angles": "C\\u00e1c g\\u00f3c", "AnglesOfA": "Angles of %0", "AnimatedGIF": "Animated GIF", "AnimatedGIF.Calculating": "Calculating\\u2026", "AnimatedGIF.ErrorA": "Error: %0", "AnimatedGIF.Processing": "Processing\\u2026", "AnimatedGIF.Success": "Export successful", "AnimatedGIFExport": "Xu\\u1ea5t sang \\u1ea3nh \\u0111u\\u00f4i GIF", "Animating": "Hi\\u1ec7u \\u1ee9ng tr\\u00ean", "Animation": "Hi\\u1ec7u \\u1ee9ng", "AnimationLoop": "V\\u00f2ng l\\u1eb7p?", "AnimationSpeed": "T\\u1ed1c \\u0111\\u1ed9", "AnimationStarted": "animation has started", "AnimationStep": "S\\u1ed1 gia", "AnimationStopped": "animation has stopped", "Apply": "\\u00c1p d\\u1ee5ng", "ApplyDefaults": "\\u00c1p d\\u1ee5ng ki\\u1ec3u m\\u1eb7c \\u0111\\u1ecbnh", "ApplyTemplate": "\\u00c1p d\\u1ee5ng m\\u1eabu n\\u00e0y", "ApplyToSelectedObjects": "\\u00c1p d\\u1ee5ng \\u0111\\u1ec3 l\\u1ef1a ch\\u1ecdn c\\u00e1c \\u0111\\u1ed1i t\\u01b0\\u1ee3ng", "Apps": "Apps", "Apt": "%0 pt", "Arc": "Cung", "ArcLengthOfA": "\\u0110\\u1ed9 d\\u00e0i cung c\\u1ee7a %0", "Area": "Di\\u1ec7n t\\u00edch", "Area.Help": "Ch\\u1ecdn \\u0111a gi\\u00e1c, \\u0111\\u01b0\\u1eddng tr\\u00f2n ho\\u1eb7c \\u0111\\u01b0\\u1eddng c\\u00f4n\\u00edc", "AreaOfA": "Di\\u1ec7n t\\u00edch c\\u1ee7a %0", "Ascending": "Di chuy\\u1ec3n l\\u00ean tr\\u00ean", "AskAQuestion": "Ask a Question", "Assignment.Edit": "Edit Task", "AsymptoteToA": "Ti\\u1ec7m c\\u1eadn v\\u1edbi %0", "Ath": "%0th", "AttachDetachPoint": "D\\u00e1n/h\\u1ee7y d\\u00e1n \\u0111i\\u1ec3m", "AttachDetachPoint.Help": "Ch\\u1ecdn 1 \\u0111i\\u1ec3m (v\\u00e0 1 \\u0111\\u1ed1i t\\u01b0\\u1ee3ng \\u0111\\u1ec3 d\\u00e1n)", "Audio": "Audio", "Author": "T\\u00e1c gi\\u1ea3", "AutoDimension": "S\\u1ed1 chi\\u1ec1u t\\u1ef1 \\u0111\\u1ed9ng", "Automatic": "T\\u1ef1 \\u0111\\u1ed9ng", "AuxiliaryObject": "\\u0110\\u1ed1i t\\u01b0\\u1ee3ng ph\\u1ee5", "AuxiliaryObjects": "C\\u00e1c \\u0111\\u1ed1i t\\u01b0\\u1ee3ng ph\\u1ee5", "Axes": "H\\u1ec7 tr\\u1ee5c t\\u1ecda \\u0111\\u1ed9", "AxesColored": "Colored Axes", "AxisLabel": "T\\u00ean tr\\u1ee5c", "AxisOfA": "Tr\\u1ee5c c\\u1ee7a %0", "AxisTicks": "D\\u1ea5u ch\\u1ecdn", "AxisUnitLabel": "\\u0110\\u01a1n v\\u1ecb tr\\u1ee5c", "Back": "Tr\\u1edf l\\u1ea1i", "BackgroundColor": "M\\u00e0u n\\u1ec1n", "BackgroundImage": "H\\u00ecnh n\\u1ec1n", "BarA": "Bar %0", "BarChart": "Bi\\u1ec3u \\u0111\\u1ed3 h\\u00ecnh c\\u1ed9t", "BasicLineTools": "C\\u00f4ng c\\u1ee5 \\u0111\\u01b0\\u1eddng th\\u1eb3ng", "BetweenGroups": "Gi\\u1eefa c\\u00e1c nh\\u00f3m", "Binomial.number": "n", "Binomial.probability": "p", "BlackboardLetters": "C\\u00e1c k\\u00ed t\\u1ef1 tr\\u00ean b\\u1ea3ng \\u0111en", "Bold": "\\u0110\\u1eadm", "Bold.Short": "T\\u1ea1o ki\\u1ec3u ch\\u1eef in \\u0111\\u1eadm", "Boolean": "Gi\\u00e1 tr\\u1ecb Boolean", "BoxSize": "Clipping box size", "BoxSize.large": "Large", "BoxSize.medium": "Medium", "BoxSize.small": "Small", "Boxplot": "\\u0110\\u1ed3 th\\u1ecb d\\u1ea1ng h\\u1ed9p", "Brackets": "D\\u1ea5u ngo\\u1eb7c \\u0111\\u01a1n", "Breakpoint": "\\u0110i\\u1ec3m d\\u1eebng", "Breakpoint.short": "BP", "Browser": "Chuy\\u1ec3n t\\u1edbi", "ButNotGenerallyTrue": "(but not generally true)", "Button": "N\\u00fat", "Button.Caption": "Ti\\u00eau \\u0111\\u1ec1", "Button.Help": "B\\u1ea5m chu\\u1ed9t v\\u00e0o giao di\\u1ec7n \\u0111\\u1ec3 ch\\u1ecdn n\\u00fat", "Button.Tool": "Ch\\u00e8n n\\u00fat", "ButtonSize": "Button Size", "ByLayering": "B\\u1eb1ng c\\u00e1ch t\\u1ea1o l\\u1edbp", "CAS": "CAS", "CAS.AutomaticRename": "T\\u00ean %0 \\u0111\\u00e3 \\u0111\\u01b0\\u1ee3c s\\u1eed d\\u1ee5ng v\\u00e0 thay \\u0111\\u1ed5i th\\u00e0nh %1", "CASCalculator": "CAS Calculator", "CASFieldHelp": "

S\\u1eed d\\u1ee5ng c\\u1eeda s\\u1ed5 \\u0111\\u1ea1i s\\u1ed1

Enter Evaluate input
; Suppress output
Ctrl + Enter \\u0110\\u00e1nh gi\\u00e1 theo ph\\u01b0\\u01a1ng th\\u1ee9c s\\u1ed1
Alt + Enter Ki\\u1ec3m tra \\u0111\\u1ea7u v\\u00e0o
Escape X\\u00f3a \\u0111\\u1ea7u v\\u00e0o
$ \\u0110\\u1ea7u ra tr\\u01b0\\u1edbc (ch\\u1ec9 d\\u1eabn \\u0111\\u1ed9ng)
# \\u0110\\u1ea7u ra tr\\u01b0\\u1edbc (ch\\u1ec9 d\\u1eabn t\\u0129nh)
$3 \\u0110\\u1ea7u ra c\\u1ee7a \\u00f4 th\\u1ee9 3 (tham chi\\u1ebfu \\u0111\\u1ed9ng)
#3 \\u0110\\u1ea7u ra c\\u1ee7a \\u00f4 th\\u1ee9 3 (tham chi\\u1ebfu t\\u0129nh)
F1 Tr\\u1ee3 gi\\u00fap cho l\\u1ec7nh hi\\u1ec7n t\\u1ea1i
TAB Hi\\u1ec3n th\\u1ecb l\\u1ec7nh ti\\u1ebfp theo t\\u01b0\\u01a1ng \\u1ee9ng


T\\u1ef1 \\u0111\\u1ed9ng ho\\u00e0n th\\u00e0nh c\\u1ee7a c\\u00e1c c\\u00e2u l\\u1ec7nh
Sau khi nh\\u1eadp hai ch\\u1eef c\\u00e1i \\u0111\\u1ea7u ti\\u00ean c\\u1ee7a m\\u1ed9t l\\u1ec7nh
GeoGebra s\\u1ebd ho\\u00e0n th\\u00e0nh c\\u00e2u l\\u1ec7nh cho b\\u1ea1n.

Enter Ch\\u1ea5p nh\\u1eadn c\\u00e2u l\\u1ec7nh \\u0111\\u00e3 \\u0111\\u01b0a ra
M\\u1ed9t ch\\u1eef c\\u00e1i kh\\u00e1c Ph\\u00f9 h\\u1ee3p v\\u1edbi c\\u00e2u l\\u1ec7nh \\u0111\\u00e3 \\u0111\\u01b0a ra
", "CASInitializing": "B\\u1eaft \\u0111\\u1ea7u v\\u1edbi CAS", "CASPlot": "V\\u1ebd \\u0111\\u1ed3 th\\u1ecb", "CASPlot.Help": "Nh\\u1ea5p chu\\u1ed9t v\\u00e0o trong ho\\u1eb7c ngo\\u00e0i \\u00f4 c\\u1ee7a b\\u1ea3ng t\\u00ednh \\u0111\\u1ec3 bi\\u1ec3u th\\u1ecb d\\u1eef li\\u1ec7u tr\\u00ean c\\u1eeda s\\u1ed5 h\\u00ecnh h\\u1ecdc", "CASShowRationalExponentsAsRoots": "Hi\\u1ec3n th\\u1ecb l\\u0169y th\\u1eeba h\\u1eefu t\\u1ef7 nh\\u01b0 c\\u00e1c nghi\\u1ec7m", "CASTimedOut": "CAS ng\\u1eebng", "CASViewOnly": "C\\u00e2u l\\u1ec7nh \\"%0\\" ch\\u1ec9 c\\u00f3 s\\u1eb5n trong c\\u1eeda s\\u1ed5 \\u0111\\u1ea1i s\\u1ed1", "Calculate": "T\\u00ednh to\\u00e1n", "CalculatorSuite": "Calculator Suite", "CalculatorSuite.short": "Calculator Suite", "CalligraphicLetters": "C\\u00e1c k\\u00ed t\\u1ef1 th\\u01b0 ph\\u00e1p", "Camera": "Camera", "Cancel": "H\\u1ee7y", "Caption": "Ti\\u00eau \\u0111\\u1ec1", "CaptionAndValue": "Ti\\u00eau \\u0111\\u1ec1 & Gi\\u00e1 tr\\u1ecb", "Cartesian": "H\\u1ec7 tr\\u1ee5c t\\u1ecda \\u0111\\u1ed9 \\u0110\\u1ec1-c\\u00e1c", "CartesianCoords": "T\\u1ecda \\u0111\\u1ed9 \\u0110\\u1ec1-c\\u00e1c", "CartesianCoords3D": "3D Cartesian Coordinates", "CasCell": "\\u00d4 t\\u00ednh to\\u00e1n \\u0111\\u1ea1i s\\u1ed1", "CasCellUseAsText": "V\\u0103n b\\u1ea3n", "CasTimeout": "CAS ng\\u1eebng (t\\u00ednh theo gi\\u00e2y)", "Categories": "Categories", "CellAisNotDefined": "\\u00d4 %0 ch\\u01b0a \\u0111\\u01b0\\u1ee3c \\u0111\\u1ecbnh ngh\\u0129a", "CenterImage": "Center Image", "CenterOfA": "T\\u00e2m c\\u1ee7a %0", "CentroidOfA": "Tr\\u1ecdng t\\u00e2m c\\u1ee7a %0", "ChartError.OneColumn": "One column required", "ChartError.TwoColumns": "Two columns required", "CheckBox": "H\\u1ed9p ch\\u1ecdn \\u0111\\u1ec3 hi\\u1ec7n / \\u1ea9n \\u0111\\u1ed1i t\\u01b0\\u1ee3ng", "CheckBox.Help": "Nh\\u1ea5n chu\\u1ed9t l\\u00ean v\\u00f9ng l\\u00e0m vi\\u1ec7c \\u0111\\u1ec3 t\\u1ea1o m\\u1ed9t h\\u1ed9p ch\\u1ecdn \\u0111\\u1ec3 hi\\u1ec7n ho\\u1eb7c \\u1ea9n nhi\\u1ec1u \\u0111\\u1ed1i t\\u01b0\\u1ee3ng", "CheckBoxTitle": "T\\u1ea1o Check Box \\u0111\\u1ec3 hi\\u1ec3n th\\u1ecb/gi\\u1ea5u h\\u00ecnh th\\u1ec3", "CheckOutTutorial": "Check out our %0 tutorial!", "CheckedNumerically": "(ki\\u1ec3m tra d\\u01b0\\u1edbi d\\u1ea1ng s\\u1ed1)", "ChiSquaredContribution": "Ph\\u00e2n ph\\u1ed1i \\u03a7\\u00b2", "ChiSquaredTest": "Ki\\u1ec3m \\u0111\\u1ecbnh Chi b\\u00ecnh ph\\u01b0\\u01a1ng", "ChooseCalculator": "Choose GeoGebra Calculator", "ChooseColor": "Ch\\u1ecdn m\\u00e0u s\\u1eafc", "ChooseFromFile": "Ch\\u1ecdn t\\u1eeb t\\u1eadp tin", "ChooseObject": "Ch\\u1ecdn \\u0111\\u1ed1i t\\u01b0\\u1ee3ng", "Circle": "\\u0110\\u01b0\\u1eddng tr\\u00f2n", "Circle2": "\\u0110\\u01b0\\u1eddng tr\\u00f2n khi bi\\u1ebft t\\u00e2m v\\u00e0 1 \\u0111i\\u1ec3m tr\\u00ean \\u0111\\u01b0\\u1eddng tr\\u00f2n", "Circle2.Help": "X\\u00e1c \\u0111\\u1ecbnh t\\u00e2m v\\u00e0 1 \\u0111i\\u1ec3m thu\\u1ed9c \\u0111\\u01b0\\u1eddng tr\\u00f2n", "Circle3": "V\\u1ebd \\u0111\\u01b0\\u1eddng tr\\u00f2n qua 3 \\u0111i\\u1ec3m c\\u00f3 s\\u1eb5n", "Circle3.Help": "X\\u00e1c \\u0111\\u1ecbnh 3 \\u0111i\\u1ec3m thu\\u1ed9c \\u0111\\u01b0\\u1eddng tr\\u00f2n", "CircleArcTools": "C\\u00f4ng c\\u1ee5 \\u0111\\u01b0\\u1eddng tr\\u00f2n & cung", "CircleAxisPoint": "\\u0110\\u01b0\\u1eddng tr\\u00f2n bi\\u1ebft tr\\u1ee5c v\\u00e0 \\u0111i qua 1 \\u0111i\\u1ec3m", "CircleAxisPoint.Help": "X\\u00e1c \\u0111\\u1ecbnh tr\\u1ee5c v\\u00e0 \\u0111i\\u1ec3m thu\\u1ed9c \\u0111\\u01b0\\u1eddng tr\\u00f2n", "CircleEquation": "(x - m)\\u00b2 + (y - n)\\u00b2 = r\\u00b2", "CircleOfAxisAThroughB": "\\u0110\\u01b0\\u1eddng tr\\u00f2n c\\u00f3 tr\\u1ee5c %0 \\u0111i qua %1", "CirclePointRadius": "\\u0110\\u01b0\\u1eddng tr\\u00f2n khi bi\\u1ebft t\\u00e2m v\\u00e0 b\\u00e1n k\\u00ednh", "CirclePointRadius.Help": "X\\u00e1c \\u0111\\u1ecbnh t\\u00e2m v\\u00e0 nh\\u1eadp b\\u00e1n k\\u00ednh v\\u00e0o", "CirclePointRadiusDirection": "\\u0110\\u01b0\\u1eddng tr\\u00f2n bi\\u1ebft t\\u00e2m, b\\u00e1n k\\u00ednh v\\u00e0 h\\u01b0\\u1edbng", "CirclePointRadiusDirection.Help": "X\\u00e1c \\u0111\\u1ecbnh t\\u00e2m, h\\u01b0\\u1edbng v\\u00e0 nh\\u1eadp \\u0111\\u1ed9 l\\u1edbn b\\u00e1n k\\u00ednh", "CircleThroughABC": "\\u0110\\u01b0\\u1eddng tr\\u00f2n qua %0, %1, %2", "CircleThroughAwithCenterB": "\\u0110\\u01b0\\u1eddng tr\\u00f2n qua %0 v\\u1edbi t\\u00e2m %1", "CircleWithCenterARadiusBParallelToC": "\\u0110\\u01b0\\u1eddng tr\\u00f2n v\\u1edbi t\\u00e2m %0 v\\u00e0 b\\u00e1n k\\u00ednh %1, song song v\\u1edbi %2", "CircleWithCenterAThroughBAxisParallelToC": "\\u0110\\u01b0\\u1eddng tr\\u00f2n v\\u1edbi t\\u00e2m %0 \\u0111i qua %1, c\\u00f3 tr\\u1ee5c song song v\\u1edbi %2", "CircleWithCenterAThroughBParallelToC": "\\u0110\\u01b0\\u1eddng tr\\u00f2n v\\u1edbi t\\u00e2m %0 \\u0111i qua %1, song song v\\u1edbi %2", "CircleWithCenterAandRadiusB": "\\u0110\\u01b0\\u1eddng tr\\u00f2n v\\u1edbi t\\u00e2m %0 v\\u00e0 b\\u00e1n k\\u00ednh %1", "CircleWithCenterAandRadiusBAxisParallelToC": "\\u0110\\u01b0\\u1eddng tr\\u00f2n v\\u1edbi t\\u00e2m %0 v\\u00e0 b\\u00e1n k\\u00ednh %1, tr\\u1ee5c song song v\\u1edbi %2", "CircularArc": "Cung tr\\u00f2n khi bi\\u1ebft t\\u00e2m v\\u00e0 2 \\u0111i\\u1ec3m tr\\u00ean cung tr\\u00f2n", "CircularArc.Help": "X\\u00e1c \\u0111\\u1ecbnh t\\u00e2m v\\u00e0 2 \\u0111i\\u1ec3m thu\\u1ed9c cung tr\\u00f2n", "CircularSector": "H\\u00ecnh qu\\u1ea1t khi bi\\u1ebft t\\u00e2m v\\u00e0 qua 2 \\u0111i\\u1ec3m tr\\u00ean h\\u00ecnh qu\\u1ea1t", "CircularSector.Help": "X\\u00e1c \\u0111\\u1ecbnh t\\u00e2m v\\u00e0 2 \\u0111i\\u1ec3m thu\\u1ed9c h\\u00ecnh qu\\u1ea1t", "CircumcircularArc": "Cung tr\\u00f2n qua 3 \\u0111i\\u1ec3m", "CircumcircularArc.Help": "X\\u00e1c \\u0111\\u1ecbnh 3 \\u0111i\\u1ec3m thu\\u1ed9c cung tr\\u00f2n", "CircumcircularSector": "H\\u00ecnh qu\\u1ea1t \\u0111i qua 3 \\u0111i\\u1ec3m", "CircumcircularSector.Help": "X\\u00e1c \\u0111\\u1ecbnh 3 \\u0111i\\u1ec3m thu\\u1ed9c h\\u00ecnh qu\\u1ea1t", "CircumferenceOfA": "\\u0110\\u01b0\\u1eddng tr\\u00f2n ngo\\u1ea1i ti\\u1ebfp c\\u1ee7a %0", "ClassRule": "Th\\u01b0\\u1edbc k\\u1ebb", "ClassWithFrequency": "L\\u1edbp t\\u1ea7n s\\u1ed1", "Classes": "C\\u00e1c l\\u1edbp", "Clear": "Clear All", "ClearColumn": "Xo\\u00e1 c\\u1ed9t", "ClearColumns": "Xo\\u00e1 c\\u00e1c c\\u1ed9t", "ClearRow": "Xo\\u00e1 d\\u00f2ng", "ClearRows": "Xo\\u00e1 c\\u00e1c d\\u00f2ng", "ClearSelection": "B\\u1ecf ch\\u1ecdn", "ClearTrace": "B\\u1ecf d\\u1ea5u v\\u1ebft", "ClickHereToGetHelp": "Click here to get help", "Clipboard": "Xu\\u1ea5t b\\u1ea3n h\\u1ed3 s\\u01a1", "Clipboard.Blackboard": "H\\u1ed3 s\\u01a1: B\\u1ea3ng tr\\u1eafng", "Clipboard.Google": "H\\u1ed3 s\\u01a1: D\\u1ee5ng c\\u1ee5 Google", "Clipboard.MediaWiki": "H\\u1ed3 s\\u01a1: MediaWiki", "Clipboard.iframe": "H\\u1ed3 s\\u01a1: