Hint: You are told that revenue is increasing, so you are given a marginal revenue value. You are being told that MR(q) = 50 and you have to solve for q. You will need to use the quadratic carefully...do not round any values until the VERY END. Note that you will get two values but only one makes sense. (3.7) Use algebra to find the quantity, q, where the revenue is increasing 50 dollars per unit. Answer: units (Round to the nearest whole unit)

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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I've attached the question and the marginal revenue function 

MR(q)
-0.00096q? – 0.1442q + 525
Transcribed Image Text:MR(q) -0.00096q? – 0.1442q + 525
Hint: You are told that revenue is increasing, so you are given a marginal revenue value. You are being
told that MR(q) = 50 and you have to solve for q. You will need to use the quadratic carefully...do
not round any values until the VERY END. Note that you will get two values but only one makes sense.
(3.7) Use algebra to find the quantity, q , where the revenue is increasing 50 dollars per unit.
Answer: q =
units (Round to the nearest whole unit)
Transcribed Image Text:Hint: You are told that revenue is increasing, so you are given a marginal revenue value. You are being told that MR(q) = 50 and you have to solve for q. You will need to use the quadratic carefully...do not round any values until the VERY END. Note that you will get two values but only one makes sense. (3.7) Use algebra to find the quantity, q , where the revenue is increasing 50 dollars per unit. Answer: q = units (Round to the nearest whole unit)
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