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A magazine company had a profit of $98,000 per year when it had 32,000 subscribers. When it obtained 38,000 subscribers, it had a profit of $126,500. Assume that the profit P is a linear function of the number of subscribers s. (a) Find the function P. P(s) = (b) What will the profit be if the company obtains 50,000 subscribers? $ (c) What is the number of subscribers needed to break even? (Round to the next highest subscriber.) ubscribe

A magazine company had a profit of $98,000 per year when it had 32,000 subscribers. When it obtained 38,000 subscribers, it had a profit of $126,500. Assume that the profit P is a linear function of the number of subscribers s. (a) Find the function P. P(s) = (b) What will the profit be if the company obtains 50,000 subscribers? $ (c) What is the number of subscribers needed to break even? (Round to the next highest subscriber.) ubscribe

Algebra for College Students
Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter8: Functions
Section8.CT: Test
Problem 19CT
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A magazine company had a profit of $98,000 per year when it had 32,000 subscribers. When it obtained 38,000 subscribers, it had a profit of $126,500. Assume that the profit P is a linear function of the number of subscribers s. (a) Find the function P. P(s) = (b) What will the profit be if the company obtains 50,000 subscribers? $ (c) What is the number of subscribers needed to break even? (Round to the next highest subscriber.) subscribers
Transcribed Image Text:A magazine company had a profit of $98,000 per year when it had 32,000 subscribers. When it obtained 38,000 subscribers, it had a profit of $126,500. Assume that the profit P is a linear function of the number of subscribers s. (a) Find the function P. P(s) = (b) What will the profit be if the company obtains 50,000 subscribers? $ (c) What is the number of subscribers needed to break even? (Round to the next highest subscriber.) subscribers
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