Phys Mechanics Kinematics
A block is attached to the wall by some complicated springlike device. It starts at the point x=A at time t=0 moving to the right with a velocity whose magnitude varies with time according to v(t)=c1tc2t^2 where c1 and c2 are known constants. How far will it travel before starting back to left?
Please help, I thought you would just take the integral of v(t)=c1tc2t^2 and that gave me x(t)= c1t^2/2 c2t^3/3 +A but the answer is x(t)=1/6 c1^3/c2^2 +A
