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A block of mass m takes time t to slide down on a smooth inclined plane of angle of inclination `theta` and height h. If same block slids down on a rough inclined plane of same angle of inclination and same height and takes time n times of initial value, then coefficient friction between block and inclined plane is

A

`[1+n^(2)]tan theta`

B

`[1-(1)/(n^(2))]tan theta`

C

`[1-n^(2)]tan theta`

D

`[1+(1)/(n^(2))]tan theta`

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