Worksheets8.1 - Rotational Motion
Total questions: 26
Worksheet time: 52mins
360 degrees in radians is
π
2π
2π1
3.14
The time required for one complete revolution is:
torque
frequency
period
rotational kinetic energy
What is angular velocity
the rate of angular displacement of an object
the resistance of an object to change its current state
the amount of angular motion of an object
Which variable has units of m ?
v
r
s
θ
Which variable has units of srad ?
v
α
ω
θ
Which variable has units of s2rad ?
ω
a (A)
θ
α (alpha)
Which of these can be measured in rpm?
Linear Distance
Angular Distance
Linear Speed
Angular Speed
In the equation
s=θr, θ represents...Angular velocity measured in radians
The central angle measured in degrees
The central angle measured in revolutions
The central angle measured in radians
An object completes 1.5 circular orbits in half a minute. It orbits with a radius of 2 m. What is the object's linear speed?
Who has the larger linear (tangential) velocity?
Klyde
Bonnie
Same
both zero
Klyde's angular velocity is
the same as Bonnie's
twice Bonnie's
half of Bonnie's
1/4 Bonnie's
Who has the larger centripetal acceleration?
Klyde
Bonnie
Same
Both zero
Two wheels are rotating at 20 rad/s. If the 1st tire has a diameter of 50 cm, and the 2nd has a radius of 64 cm, determine how much farther the big wheel will travel in 1 second.
0 m (they travel the same distance
1.4 m
2.8 m
140 m
A record spins at 33 rpm (revolutions per minute), which is an angular velocity of about 3.46 radians per second. What is the approximate linear velocity of a fly that sits on the record, 12 cm from the center?
3.4 cm/s
21.5 cm/s
41.5 cm/s
131.9 cm/s
The wheels of a car have radius 11 in. and are rotating at 600 rpm. Determine the speed of the car in miles/hour to the nearest tenth. (Hint: determine ω then use v=ω⋅r)
Jeep wrangler factory tires have a radius of .38 m and off-roading tires have a .43 m radius. If both vehicles have an angular velocity of 150 rad/s what are the linear speed for each tire?
57 m/s
65 m/s
698 m/s
349 m/s
Calculate the angular velocity of a car tire with a radius of .31m traveling a speed of 22 m/s
71 rad/s
72 rad/s
73 rad/s
75 rad/s
Two vehicles are moving at 22 m/s. The radius of the 1st vehicle's tire is .25 m and the 2nd vehicle's tires are .38 meters. Over 10 seconds, each vehicle accelerates to 24 m/s. Which vehicle has a greater angular acceleration?
the 1st car
the 2nd car
