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| ArithmeticAdditive IdentityArithmetic ProgressionAssociative PropertyAveragesBracketsClosure PropertyCommutative PropertyConversion of Measurement UnitsCube RootDecimalDistributivity of Multiplication over AdditionDivisibility PrinciplesEqualityExponentsFactorsFractionsFundamental OperationsH.C.F / G.C.DIntegersL.C.MMultiplesMultiplicative IdentityMultiplicative InverseNumbersPercentagesProfit and LossRatio and ProportionSimple InterestSquare RootUnitary MethodAlgebraCartesian SystemOrder RelationPolynomialsProbabilityStandard Identities & their applicationsTransposeGeometryBasic Geometrical TermsCircleCurvesAnglesDefine Line, Line Segment and RaysNon-Collinear PointsParallelogramRectangleRhombusSquareThree dimensional objectTrapeziumTriangleQuadrilateralTrigonometryTrigonometry RatiosData-HandlingArithmetic MeanFrequency Distribution TableGraphsMedianModeRange Videos Solved Problems | Home >> Non-Collinear Points >> Define Non-Collinear Points The points which do not lie on the same line are known as Non-Collinear Points Below diagram represent, Non-Collinear Points P, Q, R & S.  In the above Diagram, Points P, Q, R & S does not falls on the same line and Hence they are called Non-Collinear Points. Difference between collinear and non-collinear points Study More Solved Questions / Examples | Demonstrate how three non-collinear points, when joined together, makes a polygon, and name the resultant polygon. | In the following diagram, mark collinear and non-collinear points.  | | Mark three non-collinear points X, Y and Z in such a way that they form a triangle. | | Mark four non-collinear points a, b, c and d in such a way that they form a closed figure. And name the closed figure thus formed. | In the following diagram, mark collinear and non-collinear points.  | In the following diagram, mark collinear and non-collinear points.  | |
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