Fundamentals of Physics Extended (10th Edition)

Published by Wiley
ISBN 10: 1-11823-072-8
ISBN 13: 978-1-11823-072-5

Chapter 9 - Center of Mass and Linear Momentum - Problems - Page 255: 106b

Answer

The speed of the flatcar is $~~0$

Work Step by Step

Let $v_f$ be the velocity of the flatcar after the sumo wrestler jumps on it and runs at a velocity of $5.3~m/s$ relative to the flatcar. Then the velocity of the sumo wrestler is $v_f+5.3~m/s$ We can use conservation of momentum to find the velocity of the flatcar: $p_f = p_i$ $(242~kg)(v_f+5.3~m/s)+(2140~kg)~v_f = (242~kg)(5.3~m/s)$ $(242~kg)(v_f)+(2140~kg)~v_f = (242~kg)(5.3~m/s)-(242~kg)(5.3~m/s)$ $v_f = \frac{0}{(242~kg+2140~kg)}$ $v_f = 0$ The speed of the flatcar is $~~0$.
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