The total revenue to the nearest $ 100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R ( t ) = 100 , 000 + 20 , 000 e − 0.05 t sin [ π 6 ( t − 2 ) ] dollars 0 ≤ t ≤ 72 , where t is the time in months from now and R ( t ) is the monthly revenue.

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Answer 1

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Chapter 16, Problem 29RE

To determine

To calculate: The total revenue to the nearest $100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R(t)=100,000+20,000e−0.05tsin[π6(t−2)] dollars 0≤t≤72, where t is the time in months from now and R(t) is the monthly revenue.

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Answer 2

Question

Chapter 16, Problem 29RE

To determine

To calculate: The total revenue to the nearest $100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R(t)=100,000+20,000e−0.05tsin[π6(t−2)] dollars 0≤t≤72, where t is the time in months from now and R(t) is the monthly revenue.

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Answer 3

Question

Chapter 16, Problem 29RE

To determine

To calculate: The total revenue to the nearest $100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R(t)=100,000+20,000e−0.05tsin[π6(t−2)] dollars 0≤t≤72, where t is the time in months from now and R(t) is the monthly revenue.

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Answer 4

Question

Chapter 16, Problem 29RE

To determine

To calculate: The total revenue to the nearest $100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R(t)=100,000+20,000e−0.05tsin[π6(t−2)] dollars 0≤t≤72, where t is the time in months from now and R(t) is the monthly revenue.

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Answer 5

Chapter 16, Problem 29RE

To determine

To calculate: The total revenue to the nearest $100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R(t)=100,000+20,000e−0.05tsin[π6(t−2)] dollars 0≤t≤72, where t is the time in months from now and R(t) is the monthly revenue.

Answer 6

Chapter 16, Problem 29RE

To determine

To calculate: The total revenue to the nearest $100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R(t)=100,000+20,000e−0.05tsin[π6(t−2)] dollars 0≤t≤72, where t is the time in months from now and R(t) is the monthly revenue.

Answer 7

Chapter 16, Problem 29RE

To determine

To calculate: The total revenue to the nearest $100 be changing 20 months from now using the technology for the “For Geniuses” series of books that has been taking off since Duff in House first gained exclusive rights to the series 6 months ago. Revenues from Precalculus for Geniuses are expected to follow the curve R(t)=100,000+20,000e−0.05tsin[π6(t−2)] dollars 0≤t≤72, where t is the time in months from now and R(t) is the monthly revenue.

Answer 8

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Answer 9

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Answer 10

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Answer 11

Ch. 16.1 - Prob. 1E Ch. 16.1 - Prob. 2E Ch. 16.1 - Prob. 3E Ch. 16.1 - Prob. 4E Ch. 16.1 - Prob. 5E Ch. 16.1 - Prob. 6E Ch. 16.1 - Prob. 7E Ch. 16.1 - Prob. 8E Ch. 16.1 - Prob. 9E Ch. 16.1 - Prob. 10E

Solution Summary: The author calculates the total revenue for sales to the nearest 100 using the technology for the "For Geniuses" series of books.

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