Use the revenue and cost functions below, to answer parts (A), (B)., and (C). R(x) = 80x - 3x2 1sxs 20 C(x) = 120 + 15x 1sxs 20 (A) What is the profit function? P(x) = - 3x? + 65x- 120 What is the domain of the profit function? A. (1,20) B. [0,20] C. [0,80] D. [0,228] (B) Complete the table. Profit x (Millions) P(x) (Millions $) - 58 1 4 12 16 20
Use the revenue and cost functions below, to answer parts (A), (B)., and (C). R(x) = 80x - 3x2 1sxs 20 C(x) = 120 + 15x 1sxs 20 (A) What is the profit function? P(x) = - 3x? + 65x- 120 What is the domain of the profit function? A. (1,20) B. [0,20] C. [0,80] D. [0,228] (B) Complete the table. Profit x (Millions) P(x) (Millions $) - 58 1 4 12 16 20
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.7: Solving Systems Of Linear And Quadratic Equations
Problem 5CYU
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