Cost, revenue, and profit are in dollars and x is the number of units. Suppose that the total revenue function for a product is R(x) = 40x and that the total cost function is C(x) (a) Find the profit from the production and sale of 500 units. (b) Find the marginal profit function. (c) Find MP at x = 500. MP = Explain what it predicts. The total profit will ---Select--- by approximately $ (d) Find P(501) - P(500). $ Explain what this value represents. This is the actual cost of the 501st unit. This is the total profit for 501 units. This is the actual revenue on the sale of the 501st unit. This is the actual profit on the sale of the 501st unit. This is the total cost of 501 units. = 2200+ 20x + 0.01x². on the sale of the next (501st) unit.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
Question
Cost, revenue, and profit are in dollars and x is the number of units.
Suppose that the total revenue function for a product is R(x) = 40x and that the total cost function is C(x)
(a) Find the profit from the production and sale of 500 units.
(b) Find the marginal profit function.
(c) Find MP at x = 500.
MP =
Explain what it predicts.
The total profit will ---Select--- by approximately $
(d) Find P(501) - P(500).
$
Explain what this value represents.
This is the actual cost of the 501st unit.
This is the total profit for 501 units.
This is the actual revenue on the sale of the 501st unit.
This is the actual profit on the sale of the 501st unit.
This is the total cost of 501 units.
=
2200+ 20x + 0.01x².
on the sale of the next (501st) unit.
Transcribed Image Text:Cost, revenue, and profit are in dollars and x is the number of units. Suppose that the total revenue function for a product is R(x) = 40x and that the total cost function is C(x) (a) Find the profit from the production and sale of 500 units. (b) Find the marginal profit function. (c) Find MP at x = 500. MP = Explain what it predicts. The total profit will ---Select--- by approximately $ (d) Find P(501) - P(500). $ Explain what this value represents. This is the actual cost of the 501st unit. This is the total profit for 501 units. This is the actual revenue on the sale of the 501st unit. This is the actual profit on the sale of the 501st unit. This is the total cost of 501 units. = 2200+ 20x + 0.01x². on the sale of the next (501st) unit.
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