A particle moves along the -axis with velocity at time . Find the total distance covered between time and time
The above is the velocity-time graph of a runner. How far does this runner travel for seconds?
The figure’s vertical scaling is set by
A train starts from station and arrives at station in minutes. If the velocity of the train in is what is the distance between the two stations and
Sam throws a ball straight upward at a speed of from the edge of a cliff high, as shown in the above diagram. If the the velocity of the ball seconds after the ball leaves his hand is (in ), what is the distance of the ball from the ground seconds after the ball leaves his hand?
Two points and start at the origin and move from the origin at the same time along the -axis. At time , and have velocities of and , respectively. If and first meet again after seconds, where and are positive co-prime integers, what is the value of ?