1.The position of a particle at time ttt is given by the equation x(t)=v0A(1−eAt)x(t) = \frac{v_0}{A}(1 - e^{At})x(t)=Av0(1−eAt) where v0=constantv_0 = \text{constant}v0=constant and A>0A > 0A>0. Dimensions of v0v_0v0 and AAA respectively area.[M0LT0][M^0 LT^0][M0LT0] and [M0L0T−1][M^0 L^0 T^{-1}][M0L0T−1]b.[M0LT−1][M^0 LT^{-1}][M0LT−1] and [M0LT−2][M^0 LT^{-2}][M0LT−2]c.[M0LT−1][M^0 LT^{-1}][M0LT−1] and [M0L0T][M^0 L^0 T][M0L0T]d.[M0LT−1][M^0 LT^{-1}][M0LT−1] and [M0L0T−1][M^0 L^0 T^{-1}][M0L0T−1]Login to continueOnly logged in users canattempt or see the solution.
