A particle moving under uniform acceleration

Reference no: EM13521212

The displacement, s, of a particle moving under uniform acceleration, a, is some function of the elapsed time, t, and acceleration, a. Suppose we write this displacement s=ka^mt^n, where k is dimentionless constant. Show by dimension analysis that this expression is satisfied if m=1 and n=2.

Reference no: EM13521212

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