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The monthly revenue of a digital magazine from each user is represented by f(x) = 2x+15. The monthly cost to provide the digital magazine to each user per month is represented by g(x) = x2. Which of the following evaluates the profit function for each user of the digital magazine after 3 months?

(f – g)(3) = (2(3) + 15) – 32 = 21 – 9 = $12
(g – f)(3) = 32 – (2(3) + 15) = 9 – 21 = −$12
(f + g)(3) = (2(3) + 15) + 32 = 21 + 9 = $30
(g – f)(3) = 32 – 2(3) + 15 = 9 – 6 + 15 = $18

Respuesta :

ALin03
f(x) is what they gain, and g(x) is what they lose. Therefore, it would be (f-g)(3) or first choice

The function that evaluates the profit function for each user of the digital magazine after 3 months is (f – g)(3) = (2(3) + 15) – 32 = 21 – 9 = $12.

Given that,

  • The monthly revenue of a digital magazine from each user is represented by f(x) = 2x+15.
  • And, The monthly cost to provide the digital magazine to each user per month is represented by [tex]g(x) = x^2[/tex]

Based on the above information, the calculation is as follows:

Here f(x) is what they gain,

and g(x) is what they lose.

So , it should be (f-g)(3)

Learn more: https://brainly.com/question/17961582?referrer=searchResults

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