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If {z}_{{1}},{z}_{{2}},{z}_{{3}} be the affixes of the vertice

Question

If $z_{1}, z_{2}, z_{3}$ be the affixes of the vertices $A, B M and C$ of a triangle having centroid at G such ;that $z = 0$ is the mid point of AG then $4 z_{1} + Z_{2} + Z_{3} =$

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z_{1}, z_{2}, z_{3}

be the affixes of the vertices

A, B M and C

of a triangle having centroid at G such ;that

z = 0

is the mid point of AG then

4 z_{1} + Z_{2} + Z_{3} =

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Question Text

z_{1}, z_{2}, z_{3}

be the affixes of the vertices

A, B M and C

of a triangle having centroid at G such ;that

z = 0

is the mid point of AG then

4 z_{1} + Z_{2} + Z_{3} =

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