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Brach and larue is a home goods store chain, and it is about to introduce a new convection oven that’s expected to sell very well across its stores. these are the projected revenue and cost functions for the ovens: r(x) = -13.85x2 1,660x c(x) = 55,400 – 279x what is the maximum profit that can be made from selling the ovens? a. $12,465 b. $27,500 c. $35,870 d. $49,740

Respuesta :

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Based on the projected revenue and cost functions, the maximum profit that can be made from the ovens is a. $12,465.

What profit can be made from the ovens?

Use the revenue and cost functions to find the profit:

= Revenue - Cost

= -13.85x² + 1,660x - (55,400 – 279x)

= -13.85x² + 1,939x - 55,400

Use the line of symmetry function to find x:

= -b/ 2a

= 1,939 / (2 x -13.85)

= 70

Profit is:

= -13.85x² + 1,939x - 55,400

= -13.85(70)² + 1,939(70) - 55,400

= $12,465

Find out more on revenue and cost functions at https://brainly.com/question/14876523.

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