A record player works at a clockwise angular speed of 3.53 rad/s, and takes 1.06 s to steadily accelerate up to that working speed when it is first switched on. Use radians as the standard unit for angles. What is the final angular speed of the record, in given units? 202 %/s 0.562 rev/s 33.7 rpm What is the magnitude of the angular acceleration of the record, in given units? 3.33 rad/s2 What angle does the record rotate through during the acceleration period, in given units? rad rev O

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Chapter1: Units, Trigonometry. And Vectors
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A record player works at a clockwise angular speed of 3.53 rad/s, and takes 1.06 s to steadily accelerate up to that working speed when it is first switched on. Use radians as the standard unit for angles.

 

( I already answered the first four... but I am confused on how you find) 

What angle does the record rotate through during the acceleration period, in given units? for rad, rev, and angle

 

A record player works at a clockwise angular speed of 3.53 rad/s, and takes 1.06 s to steadily accelerate up to that
working speed when it is first switched on. Use radians as the standard unit for angles.
What is the final angular speed of the record, in given units?
202 %/s
0.562 rev/s
33.7 rpm
What is the magnitude of the angular acceleration of the record, in given units?
3.33 rad/s²
What angle does the record rotate through during the acceleration period, in given units?
rad
rev
O
Transcribed Image Text:A record player works at a clockwise angular speed of 3.53 rad/s, and takes 1.06 s to steadily accelerate up to that working speed when it is first switched on. Use radians as the standard unit for angles. What is the final angular speed of the record, in given units? 202 %/s 0.562 rev/s 33.7 rpm What is the magnitude of the angular acceleration of the record, in given units? 3.33 rad/s² What angle does the record rotate through during the acceleration period, in given units? rad rev O
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