Explanation Given information: The desert temperature, H, oscillate daily between 40 ∘ F at 5 am and 80 ∘ F at 5 pm. Formula used: The function looks like a cosine function which is of the form H = C + A cos ( B t ) Where A = Maximum value − Minimum value 2 Period = 2 π | B | C = Maximum value + Minimum value 2 Calculation: The possible formula is of the form H = C + A cos ( B t ) (1). From the graph, we can see that at t = 0 , the function reaches its minimum, therefore we take the negative multiple of cosines. The half difference between the maximal and minimal value will be the absolute value of the amplitude A

6th Edition

ISBN: 9781119399322

Author: Hughes-Hallett

Publisher: WILEY

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Chapter 1.10, Problem 35P

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The possible formula for H in terms of t, measured in hours from 5 am.

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Chapter 1.10, Problem 34P

Chapter 1.10, Problem 36P

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Chapter 1 Solutions

APPLIED CALCULUS (WILEY PLUS)

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The possible formula for H in terms of t, measured in hours from 5 am.

Solution Summary: The author explains the possible formula for H in terms of t, measured in hours from 5 am to 5 pm.

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To find: The possible formula for H in terms of t, measured in hours from 5 am.

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Chapter 1 Solutions

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The possible formula for H in terms of t, measured in hours from 5 am.