The pedals of a bicycle are mounted on a bracket whose centre is 29.0 cm above the ground. Each pedal is 17 cm from the centre of the bracket. Assuming that the bicycle is pedalled at 10 cycles per minute and that the pedal starts at time t=0s at the topmost position, write an equation which describes this sinusoidal movement. Oh=29 cost+17 Oh-17 cost+29 10 Oh-29 cos t+17 h = 17 cos 2m 6 -t+29

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.5: Trigonometric Graphs
Problem 6E
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The pedals of a bicycle are mounted on a bracket whose centre is 29.0 cm above the ground. Each pedal is 17 cm from
the centre of the bracket. Assuming that the bicycle is pedalled at 10 cycles per minute and that the pedal starts at time
t=0s at the topmost position, write an equation which describes this sinusoidal movement.
Oh=29 cost +17
Oh=17 cost t +29
75
Oh-29 cos -t+17
10
h = 17 cost
-t+29
ENG
Transcribed Image Text:The pedals of a bicycle are mounted on a bracket whose centre is 29.0 cm above the ground. Each pedal is 17 cm from the centre of the bracket. Assuming that the bicycle is pedalled at 10 cycles per minute and that the pedal starts at time t=0s at the topmost position, write an equation which describes this sinusoidal movement. Oh=29 cost +17 Oh=17 cost t +29 75 Oh-29 cos -t+17 10 h = 17 cost -t+29 ENG
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