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The length of a seconds hand in watch is...

The length of a seconds hand in watch is `1 cm.` The change in velocity of its tip in `15 s` is

A

zero

B

`pi/(30 sqrt2) cm//s`

C

`pi/30 cm//s`

D

`(pi(sqrt2))/30 cm//s`

Text Solution

Verified by Experts

The correct Answer is:
D

`v=(2piR)/T=((2pi)(1))/60=(pi/30)cm//s`
In 15s, velocity vector (of same magnitude ) will
rorate `90^@.`
`:. |Deltav|=|v_f-v_i|=sqrt(v^2+v^2-2v vcos 90^@)`
`=sqrt2 v=(pisqrt2)/30 cm//s`
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