Through how many degrees does a 33 rpm turntable rotate in $0.32 \mathrm {~s} \text { ? }$
A) 63°
B) 35°
C) 46°
D) 74°

Name: Through how many degrees does a 33 rpm turntable rotate in $0.32 \mathrm {~s} \text { ? }$ A) 63° B) 35° C) 46° D) 74°
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Question

Quizplus · Accepted Answer

A 33 rpm turntable rotates 33 revolutions per minute. In 0.32 seconds, it rotates through $(33 \text{ rev/min} \times \frac{1 \text{ min}}{60 \text{ s}} \times 0.32 \text{ s}) \times 360^\circ$ which equals approximately 63°.

Through How Many Degrees Does a 33 Rpm Turntable Rotate 0.32 s ? 0.32 \mathrm {~s} \text { ? }0.32 s ?

Through How Many Degrees Does a 33 Rpm Turntable Rotate $0.32 \mathrm {~s} \text { ? }$