Essential University Physics: Volume 1 (4th Edition)

Published by Pearson
ISBN 10: 0-134-98855-8
ISBN 13: 978-0-13498-855-9

Chapter 2 - Exercises and Problems - Page 32: 64

Answer

$460.3\space m$

Work Step by Step

Please see the attached image first. First of all, let's convert $68.5\space km/h$ into $m/s$, by using the following simple conversion factors which we already know. $$68.5\space km/h=(\frac{68.5\space km}{h})(\frac{1000\space m}{km})(\frac{h}{3600\space s})=19\space m/s$$ Now, let's apply equation $S=\frac{(U+V)}{2}t$ to train 1 as follows. $\rightarrow S=\frac{(U+V)}{2}t$ Now plug the known values into this equation. $S=\frac{(19\space m/s+0)}{2}\times48.3\space s$ $S=458.85\space m$ Distance between trains at the = S+1.45 m = 458.85 m+ 1.45 m = 460.3 m beginning to brake
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