A man starts from home (x = 0), over about 30 seconds, he accelerates towards a steady state of 4 m/s according to the function: v(t) = 4(1 – e -t/(30 s) m/s and his whole ride lasts 1000 seconds (about 17 minutes). a. How far did he travel? b. What would the distance covered by the man be if the whole trip was travelled at a steady state speed of 4m/s? c. How less/more has the man travelled in part (a) as compared to part (b)?
A man starts from home (x = 0), over about 30 seconds, he accelerates towards a steady state of 4 m/s according to the function: v(t) = 4(1 – e -t/(30 s) m/s and his whole ride lasts 1000 seconds (about 17 minutes). a. How far did he travel? b. What would the distance covered by the man be if the whole trip was travelled at a steady state speed of 4m/s? c. How less/more has the man travelled in part (a) as compared to part (b)?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A man starts from home (x = 0), over about 30 seconds, he accelerates towards a
steady state of 4 m/s according to the function: v(t) = 4(1 – e
-t/(30 s) m/s and his whole
ride lasts 1000 seconds (about 17 minutes).
a. How far did he travel?
b. What would the distance covered by the man be if the whole trip was travelled
at a steady state speed of 4m/s?
c. How less/more has the man travelled in part (a) as compared to part (b)?
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