The position of a particle at time t is given by the equation x(t)=\frac{v_0}{A} (1-e^{A t}) v_o= constant and A > 0. Dimensions of v_o and A respectively are

Correct Answer is : [M0LT−1] and [M0L0T−1]

[ {\M}^0 {\LT}^0] and [ {\M}^0 {\L}^0 {\T}^{-1}]

[ {\M}^0 {\LT}^{-1}] and [ {\M}^0 {\LT}^{-2}]

[ {\M}^0 {\LT}^{-1}] and [ {\M}^0 {\L}^0 {\T}]

[ {\M}^0 {\LT}^{-1}] and [ {\M}^0 {\L}^0 {\T}^{-1}]

EAMCET Engineering 2004 Solved Paper

Section: Physics

Question : 1 of 160

Marks: +1, -0

The position of a particle at time t is given by the equation x(t)=‌

(1−eAt)vo= constant and A>0. Dimensions of vo and A respectively are

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