Asked by Bob
A car initially at rest experiences uniform acceleration of 5 m/s2 for 6 sec. It maintains constant velocity for 14 sec and is then brought to rest in 5 sec by a uniform retardation.
a) Using the formula, find out how far the car has travelled.
b) Find the total angular displacement of the one of the wheels.
a) Using the formula, find out how far the car has travelled.
b) Find the total angular displacement of the one of the wheels.
Answers
Answered by
bobpursley
a.
break it up into three time segments:
a1. vf=at=30m/s (vavg=15m/s,
distance= vavg*t=90m
a2. vavg=30m/s
distance=30*14=420m
a3 vavg=15m/s
distance=15*5=65m
add the distances.
b. angular distance=distanceabove/circwheel * 2PI
the radius is not given, so you cannot find the angular displacement circwheel=2PIr
break it up into three time segments:
a1. vf=at=30m/s (vavg=15m/s,
distance= vavg*t=90m
a2. vavg=30m/s
distance=30*14=420m
a3 vavg=15m/s
distance=15*5=65m
add the distances.
b. angular distance=distanceabove/circwheel * 2PI
the radius is not given, so you cannot find the angular displacement circwheel=2PIr
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