At a time of t=0 seconds the tires of a moving motorcycle are rotating with an unknown initial angular velocity, at that instant each tire starts accelerating with an angular acceleration of 3.00 rev/s? for 5.00 seconds. Each tire turns through 50.0 revolutions in those 5.00 seconds. Assume the motorcycles tires have a radius of 36.0 cm and that the tires rotate without slipping relative to the road surface. What is the initial angular speed, at t= 0 seconds, of the rotating tires in radians per second? O 12.5 rad/s O 15.7 rad/s O 24.8 rad/s O 10.0 rad/s O 18.3 rad/s O 20.2 rad/s O 16.7 rad/s O 22.6 rad/s

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Use at least 4 significant figures throughout the entire problem. 9.80m/s2 for the acceleration due to gravity. Do not use 10 m/s2 for the acceleration due to gravity.

At a time of t=0 seconds the tires of a moving motorcycle are rotating with an unknown initial angular velocity,
at that instant each tire starts accelerating with an angular acceleration of 3.00 rev/s? for 5.00 seconds. Each
tire turns through 50.0 revolutions in those 5.00 seconds. Assume the motorcycles tires have a radius of 36.0
cm and that the tires rotate without slipping relative to the road surface.
What is the initial angular speed, at t= 0 seconds, of the rotating tires in radians per second?
O 12.5 rad/s
O 15.7 rad/s
O 24.8 rad/s
10.0 rad/s
O 18.3 rad/s
20.2 rad/s
O 16.7 rad/s
O 22.6 rad/s
Transcribed Image Text:At a time of t=0 seconds the tires of a moving motorcycle are rotating with an unknown initial angular velocity, at that instant each tire starts accelerating with an angular acceleration of 3.00 rev/s? for 5.00 seconds. Each tire turns through 50.0 revolutions in those 5.00 seconds. Assume the motorcycles tires have a radius of 36.0 cm and that the tires rotate without slipping relative to the road surface. What is the initial angular speed, at t= 0 seconds, of the rotating tires in radians per second? O 12.5 rad/s O 15.7 rad/s O 24.8 rad/s 10.0 rad/s O 18.3 rad/s 20.2 rad/s O 16.7 rad/s O 22.6 rad/s
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