A pharmaceutical corporation has two locations that produce the same over-the-counter medicine. If x, and x, are the numbers of units produced at location 1 and location 2, respectively, then the total revenue for the product is given by R = 300x, + 300x, - 2x,2 - 4x,*2 - 2x,. When x, = 6 and x, - 12, find the following. (a) the marginal revenue for location 1, OR/ôx, (b) the marginal revenue for location 2, OR/dx,
A pharmaceutical corporation has two locations that produce the same over-the-counter medicine. If x, and x, are the numbers of units produced at location 1 and location 2, respectively, then the total revenue for the product is given by R = 300x, + 300x, - 2x,2 - 4x,*2 - 2x,. When x, = 6 and x, - 12, find the following. (a) the marginal revenue for location 1, OR/ôx, (b) the marginal revenue for location 2, OR/dx,
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 93E
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A pharmaceutical corporation has two locations that produce the same over-the-counter medicine. If
x1
and
x2
are the numbers of units produced at location 1 and location 2, respectively, then the total revenue for the product is given by
R = 300x1 + 300x2 − 2x12 − 4x1x2 − 2x22.
When
x1 = 6 and x2 = 12,
find the following.
(a) the marginal revenue for location 1,
(b) the marginal revenue for location 2,
∂R/∂x1
(b) the marginal revenue for location 2,
∂R/∂x2
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