What is the angular velocity in radians per second of a flywheel that spins 4820 revolutions per minute?

1 Answer
Jan 4, 2017

#omega~~505(rad)/s#

Explanation:

Given that the flywheel spins at #4820# revolutions per minute, we can convert this into radians per second, which will be equivalent to the angular velocity, #omega#.

Note that one revolution is equivalent to #2pi# radians.

#omega=(4820rev)/(min)xx(1min)/(60s)xx(2pirad)/(1rev)#

#omega=(482pi)/(3)(rad)/s~~505(rad)/s#