Problem 4: A bicyclist notes that the pedal sprocket has a radius of r, = 10.5 cm while the wheel sprocket has a radius ofrw = 6.5 cm. The two sprockets are connected by a chain which rotates without slipping. The bicycle wheel has a radius R = 66 cm. When pedaling the cyclist notes that the pedal rotates at one revolution every t = 1.1 s. When pedaling, the wheel sprocket and the wheel move at the same angular speed. R Randomized Variables p = 10.5 cm rw = 6.5 cm R = 66 cm t = 1.1 s

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Chapter1: Units, Trigonometry. And Vectors
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|Part (e) Calculate the linear speed of the bicycle v, in meters per second, assuming the wheel does not slip across the ground.
V =
Transcribed Image Text:|Part (e) Calculate the linear speed of the bicycle v, in meters per second, assuming the wheel does not slip across the ground. V =
Problem 4: A bicyclist notes that the pedal sprocket has a radius of r, = 10.5 cm while the
wheel sprocket has a radius ofr, = 6.5 cm. The two sprockets are connected by a chain which
rotates without slipping. The bicycle wheel has a radius R = 66 cm. When pedaling the cyclist notes
that the pedal rotates at one revolution every t = 1.1 s. When pedaling, the wheel sprocket and the
wheel move at the same angular speed.
R
Randomized Variables
p = 10.5 cm
rw = 6.5 cm
R = 66 cm
t = 1.1 s
Transcribed Image Text:Problem 4: A bicyclist notes that the pedal sprocket has a radius of r, = 10.5 cm while the wheel sprocket has a radius ofr, = 6.5 cm. The two sprockets are connected by a chain which rotates without slipping. The bicycle wheel has a radius R = 66 cm. When pedaling the cyclist notes that the pedal rotates at one revolution every t = 1.1 s. When pedaling, the wheel sprocket and the wheel move at the same angular speed. R Randomized Variables p = 10.5 cm rw = 6.5 cm R = 66 cm t = 1.1 s
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