Some parameters are given in Column - I which are to be matched with their correct answers given in Column - II. Choose the correct option. Column IColumn IIa)Velocity at t=0 of a particle followingp)αequation x=u(t−8)+α(t−2)2b)Acceleration of a particle moving according to equationq)2αx=4(t−5)+α(t−2)2 at t=0c)Velocity of the particle moving according to equationr)ux=ut+5α t2 ln(1+t2)+α t2 at t=0d)Acceleration of the particle moving according to the equations)u−4αx=ut+5α t2 ln(1+t2)+α t2 at t=0

Some parameters are given in Column - I which are to be matched with t

1.	Some parameters are given in Column - I which are to be matched with their correct answers given in Column - II. Choose the correct option. Column IColumn IIa)Velocity at t=0 of a particle followingp)αequation x=u(t−8)+α(t−2)2b)Acceleration of a particle moving according to equationq)2αx=4(t−5)+α(t−2)2 at t=0c)Velocity of the particle moving according to equationr)ux=ut+5α t2 ln(1+t2)+α t2 at t=0d)Acceleration of the particle moving according to the equations)u−4αx=ut+5α t2 ln(1+t2)+α t2 at t=0
Answer» Some parameters are given in Column - I which are to be matched with their correct answers given in Column - II. Choose the correct option. $\begin{matrix} Column I & Column II a) & Velocity at t = 0 of a particle following & p) & α equation x = u (t - 8) + α (t - 2)^{2} b) & Acceleration of a particle moving according to equation & q) & 2 α x = 4 (t - 5) + α (t - 2)^{2} at t = 0 c) & Velocity of the particle moving according to equation & r) & u x = u t + 5 α t^{2} l n (1 + \frac{t}{2}) + α t^{2} at t = 0 d) & Acceleration of the particle moving according to the equation & s) & u - 4 α x = u t + 5 α t^{2} l n (1 + \frac{t}{2}) + α t^{2} at t = 0 \end{matrix}$

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