The velocity attained from rest under uniform acceleration acting for time is assumed…

PHYSICS · Single correct · CBSE · Physics · Units and Measurements · Units and Measurements

Problem

The velocity vv attained from rest under uniform acceleration aa acting for time tt is assumed to obey v=kamtnv = k a^{m} t^{n}, where kk is a dimensionless constant. Using dimensional reasoning, find the values of mm and nn. (a) m=12,  n=12m=\tfrac{1}{2},\;n=\tfrac{1}{2} (b) m=1,  n=1m=1,\;n=1 (c) m=1,  n=−1m=1,\;n=-1 (d) m=1,  n=2m=1,\;n=2

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