Let z be the number of units (in thousands) that a company produces and let p(x) be the profit (in tens of thousands of The following table gives the profit for different levels of production. I 246 8 10 12 14| 16 18 20 p(x)0.6-2.8-6.7-12.2-16.6-23.7-27.9-37.7-45.2-58.4 quadratic regression program to find a mathematical model for p(x).

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Let z be the number of units (in thousands) that a company produces and let p(z) be the profit (in tens of thousands of
dollars). The following table gives the profit for different levels of production.
16 18 20
8 10 | 12
p(r)0.6-2.8-6.7-12.2-16.6-23.7-27.9-37.7-45.2-58.4
I 2 4 6
14
Use the quadratic regression program to find a mathematical model for p(z).
p(r) = -0.4x^2+5.3x-24.5
Transcribed Image Text:Let z be the number of units (in thousands) that a company produces and let p(z) be the profit (in tens of thousands of dollars). The following table gives the profit for different levels of production. 16 18 20 8 10 | 12 p(r)0.6-2.8-6.7-12.2-16.6-23.7-27.9-37.7-45.2-58.4 I 2 4 6 14 Use the quadratic regression program to find a mathematical model for p(z). p(r) = -0.4x^2+5.3x-24.5
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