A firm determines that r units of its product can be sold daily at p dollars per unit, wherez = 1,000-p.The cost of producing units per day isC(r) 3.000+2.r.Do the following:n. Find the revenue function R(r).b. Find the profit function P(r).c. Find the marginal revenue function, marginal profit function, and marginal cost function.d. Find C'(50), R'(50), and P(50).e. Find the actual cost, actual rofit, and actual revenue after producing the 51 unit.

As per the rules we are supposed to answer the first three subparts and rest others can be reposted.

A firm determines that units of its product can be sold daily at p dollars per unit, where I=1,000-p. The cost of producing a units per day is Do the following: n. Find the revene function R(r). b. Find the profit function P(r). C(z)=3,000+2r. c. Find the marginal revenue function, marginal profit function, and marginal cost function. d. Find C²(50) P(50) and 1² (50)

A firm determines that units of its product can be sold daily at p dollars per unit, where I=1,000-p. The cost of producing a units per day is Do the following: n. Find the revene function R(r). b. Find the profit function P(r). C(z)=3,000+2r. c. Find the marginal revenue function, marginal profit function, and marginal cost function. d. Find C²(50) P(50) and 1² (50)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 94E

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