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```        if z1,z2,z3 are affixes of the vertices A,B,C respect. of a triangle ABC having centroid at G such that z=0 is the mid point of AG then....
(1)z1+z2+z3=0
(2)z1+4z2+z3=0
(3)z1+z2+4z3=0
(4)4z1+z2+z3=0```
7 years ago

147 Points
```										Dear mann
Solution:

centroid of triangle G = (z1 + z2 +z3 )/3
given  [z1 + (z1 + z2 +z3 )/3]/2  =0
so  4z1 + z2 +z3 =0

so 4th option is correct
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```
7 years ago
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