Q 1444167053.     A particle moves in space along the path
`z = ax^3 + by^2` in such a way that `dx = dt = c = dy/dt` where
`a, b` and `c` are constants. The acceleration of the
particle is

A

`(6ac^2x+2bc^2) hatk`

B

`(2ax^2+6by^2) hatk`

C

`(4bc^2x+3ac^2) hatk`

D

`(bc^2x+2by) hatk`

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