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9. Jesse was riding her bicycle and ran over a nail. At this point, a stopwatch starts timing. The diameter of her bicycle tire is 35cm. Her bicycle tire rotates once every 2 seconds. a) Fill in the chart below and determine the equation of the cosine function that expresses the height, h, of the nail after time, t, in seconds. EOA Маximum Minimum Amplitude Phase Shift Equation of Axis Period "k" value Critical Interval Equation b) How high above the ground is the nail at t = 3.5 seconds? h(3.5) = c) If data are collected for one minute, how far would the nail travel?

9. Jesse was riding her bicycle and ran over a nail. At this point, a stopwatch starts timing. The diameter of her bicycle tire is 35cm. Her bicycle tire rotates once every 2 seconds. a) Fill in the chart below and determine the equation of the cosine function that expresses the height, h, of the nail after time, t, in seconds. EOA Маximum Minimum Amplitude Phase Shift Equation of Axis Period "k" value Critical Interval Equation b) How high above the ground is the nail at t = 3.5 seconds? h(3.5) = c) If data are collected for one minute, how far would the nail travel?

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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9. Jesse was riding her bicycle and ran over a nail. At this point, a stopwatch starts timing. The diameter of her bicycle tire is 35cm. Her bicycle tire rotates once every 2 seconds. a) Fill in the chart below and determine the equation of the cosine function that expresses the height, h, of the nail after time, t, in seconds. EOA Мaximum Minimum Amplitude Phase Shift Equation of Axis Period "k" value Critical Interval Equation b) How high above the ground is the nail at t = 3.5 seconds? h(3.5) = c) If data are collected for one minute, how far would the nail travel?
Transcribed Image Text:9. Jesse was riding her bicycle and ran over a nail. At this point, a stopwatch starts timing. The diameter of her bicycle tire is 35cm. Her bicycle tire rotates once every 2 seconds. a) Fill in the chart below and determine the equation of the cosine function that expresses the height, h, of the nail after time, t, in seconds. EOA Мaximum Minimum Amplitude Phase Shift Equation of Axis Period "k" value Critical Interval Equation b) How high above the ground is the nail at t = 3.5 seconds? h(3.5) = c) If data are collected for one minute, how far would the nail travel?
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