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Q.

The dimensions of 'k' in the relation V = k avt (where V is the volume of a liquid passing through any point in time t, 'a' is area of cross section, v is the velocity of the liquid) is

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a

M1L2T−1

b

M1L1T−1

c

M0L0T−1

d

M0L0T0

answer is D.

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Detailed Solution

V= K a v t L3T=KL2L T-1 T K =M0L0T-1
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The dimensions of 'k' in the relation V = k avt (where V is the volume of a liquid passing through any point in time t, 'a' is area of cross section, v is the velocity of the liquid) is