7) A table saw spins at 3,000 rpm and has a diameter of 0.356 m. As a safety precaution, the blade must come to a stop in 5 ms when the safety mechanism is tripped. (1,000 ms = 1 s) a) What angular acceleration is required to stop the blade? (Answer in rad/s^2) b) If the blade has a mass of 2.34 kg, what torque must the brake apply to the blade to bring it to a stop in time? c) If the braking mechanism is 0.15 m from the center of the blade, how much force must it apply to the blade to make it stop?

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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7) A table saw spins at 3,000 rpm and has a diameter of 0.356 m. As a safety precaution, the
blade must come to a stop in 5 ms when the safety mechanism is tripped. (1,000 ms = 1 s)
a) What angular acceleration is required to stop the blade? (Answer in rad/s^2)
b) If the blade has a mass of 2.34 kg, what torque must the brake apply to the blade to bring it to a
stop in time?
c) If the braking mechanism is 0.15 m from the center of the blade, how much force must it apply
to the blade to make it stop?
Transcribed Image Text:7) A table saw spins at 3,000 rpm and has a diameter of 0.356 m. As a safety precaution, the blade must come to a stop in 5 ms when the safety mechanism is tripped. (1,000 ms = 1 s) a) What angular acceleration is required to stop the blade? (Answer in rad/s^2) b) If the blade has a mass of 2.34 kg, what torque must the brake apply to the blade to bring it to a stop in time? c) If the braking mechanism is 0.15 m from the center of the blade, how much force must it apply to the blade to make it stop?
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