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Author Question: A company begins an advertising campaign in a certain city to market a new product. The percentage ... (Read 128 times)

natalie2426

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Question 1

Solve.

Find the equation of the line tangent to the graph of y = e2x  * ln(6x)  at  x = 2 .
◦ y = -461.613x + 135.671
◦ y = -461.613x + 298.642
◦ y = 298.642x + 135.671
◦ y = 298.642x - 461.613

Question 2

A  company begins an advertising campaign in a certain city to market a new product.  The percentage of the target market that buys the product is a function of the length of the advertising campaign.  The company estimates this percentage as 1 - e-0.03t where t = number of days of the campaign.  The target market is estimated to be 1,000,000 people and the price per unit is $0.40.  The cost of advertising is $3000 per day.  Find the length of the advertising campaign that will result in the maximum profit.
◦ 58 days
◦ 39 days
◦ 46 days
◦ 42 days


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Marked as best answer by natalie2426 on Jun 16, 2021

jgranad15

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natalie2426

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Reply 2 on: Jun 16, 2021
:D TYSM


amandalm

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Reply 3 on: Yesterday
Thanks for the timely response, appreciate it

 

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