if G is centroid of triangleABC and if G1 be the centroid of another trianglePQR show that AP(vector)+BQ(vector)+CR(vector)=3(G)(G1)

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bharat bajaj · Answer

The capital letters denote the position vectors of the points: G = A + B + C/3 G1 = P + Q + R/3 3(G-G1) = A-P + B - Q + C - R 3GG1 = AP + BQ + CR Thanks Bharat Bajaj

bharat bajaj · Answer

The capital letters denote the position vectors of the points: G = A + B + C/3 G1 = P + Q + R/3 3(G-G1) = A-P + B - Q + C - R 3GG1 = AP + BQ + CR Thanks Bharat Bajaj askiitians faculty IIT Delhi

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if G is centroid of triangleABC and if G1 be the centroid of another trianglePQR show that AP(vector)+BQ(vector)+CR(vector)=3(G)(G1)

if G is centroid of triangleABC and if G1 be the centroid of another trianglePQR show that AP(vector)+BQ(vector)+CR(vector)=3(G)(G1)

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if G is centroid of triangleABC and if G1 be the centroid of another trianglePQR show that AP(vector)+BQ(vector)+CR(vector)=3(G)(G1)

if G is centroid of triangleABC and if G1 be the centroid of another trianglePQR show that AP(vector)+BQ(vector)+CR(vector)=3(G)(G1)

2 Answers

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Other Related Questions on Vectors

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