3. Fig. 2 shows a Big Wheel at a fairground. It has a radius of 3 m. Once it is loaded with passengers it is given a uniform angular acceleration for 20 s then runs at uniform angular speed for 2 minutes as main ride. It then slows down at a uniform rate over a further 10 s. During the main part of the ride, the wheel completes 1 revolution every 10 s. (a) Find the total angle through which a passenger moves. (b) Calculate the total linear distance the passenger travels during this time.
3. Fig. 2 shows a Big Wheel at a fairground. It has a radius of 3 m. Once it is loaded with passengers it is given a uniform angular acceleration for 20 s then runs at uniform angular speed for 2 minutes as main ride. It then slows down at a uniform rate over a further 10 s. During the main part of the ride, the wheel completes 1 revolution every 10 s. (a) Find the total angle through which a passenger moves. (b) Calculate the total linear distance the passenger travels during this time.
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![3. Fig. 2 shows a Big Wheel at a fairground. It has a radius of 3 m. Once it is loaded with
passengers it is given a uniform angular acceleration for 20 s then runs at uniform angular
speed for 2 minutes as main ride. It then slows down at a uniform rate over a further 10 s.
During the main part of the ride, the wheel completes 1 revolution every 10 s.
Find the total angle through which a passenger moves.
(b)
Calculate the total linear distance the passenger travels during this time.
(c)
Find the magnitude of the radial and tangential acceleration of a passenger at
the top of the ride when it is travelling at maximum speed.
3m
Fig. 2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8da7c089-d92f-4315-9c4d-f56abb5af0b2%2F9f0eac79-221a-4b1b-bcf0-15f6bb99b250%2Fuhtiam5_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3. Fig. 2 shows a Big Wheel at a fairground. It has a radius of 3 m. Once it is loaded with
passengers it is given a uniform angular acceleration for 20 s then runs at uniform angular
speed for 2 minutes as main ride. It then slows down at a uniform rate over a further 10 s.
During the main part of the ride, the wheel completes 1 revolution every 10 s.
Find the total angle through which a passenger moves.
(b)
Calculate the total linear distance the passenger travels during this time.
(c)
Find the magnitude of the radial and tangential acceleration of a passenger at
the top of the ride when it is travelling at maximum speed.
3m
Fig. 2
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