Q 2106578478.     Through a point `P(f, g, h)` a plane is drawn at right angles

to `OP`, to meet the axes in `A, B, C`. If `OP = r`, the centroid of

the triangle `ABC` is

A

`(f/(3r) , g/(3r) , h/(3r))`

B

`( r^2/(3f^2) , r^2/(3g^2) , r^2/(3h^2))`

C

`(r^2/(3f) , r^2/(3g) , r^2/(3h))`

D

None of these

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