A bike messenger travels at a constant v = 10m/s for 5s, changes his velocity to v = −2m/s for 4s, stops for 10s, then rides at 4m/s for 12s. (a) Sketch a velocity vs. time graph for this motion. (b) Sketch a position vs. time graph for this motion. (c) What is the messenger’s average velocity?
A bike messenger travels at a constant v = 10m/s for 5s, changes his velocity to v = −2m/s
for 4s, stops for 10s, then rides at 4m/s for 12s.
(a) Sketch a velocity vs. time graph for this motion.
(b) Sketch a position vs. time graph for this motion.
(c) What is the messenger’s average velocity?
(d) What is the messenger’s average acceleration?
(e) What is the messenger’s average speed?
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In the given problem, the messenger travels at a constant speed of 10 m/s for a time of 5 seconds, after which he changes his velocity to -2 m/s, and travels at this velocity for 4 seconds, after which he stops for a time of 10 seconds and then finally rides at 4 m/s for a time of 12 seconds.
A velocity vs time graph for this motion will be a plot between the velocity of the messenger at different time intervals, this graph is plotted below
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What is the messenger’s average acceleration?
What is the messenger’s average speed?