(a) Find the indefinite integral for the following marginal revenue functions with respect to output (Q): (1) MR=f(Q) = Q³-5Q² + √ 00 MR=f(Q) = (0+2) -Hint: You use the resultdQ=log, (Q-1) + C (b) Use the substitution of variable method fully to evaluate [*Q(Q² + 1)³dQ

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
14th Edition
ISBN:9781305506381
Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Chapter8: Cost Analysis
Section: Chapter Questions
Problem 2.1CE
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(c) Calculate the area between the following two functions:
TR(Q) = 2Q²
C(Q) = Q²-2Q+8
Where TR = total revenue of the business
C = total cost of the business
Q = units of output
Transcribed Image Text:(c) Calculate the area between the following two functions: TR(Q) = 2Q² C(Q) = Q²-2Q+8 Where TR = total revenue of the business C = total cost of the business Q = units of output
Question 5
(a) Find the indefinite integral for the following marginal revenue functions with respect to
output (Q):
(0)
MR = f(Q) = Q³-50² + √0
00
MR = f(Q) = (0+1)*
Q-1
-Hint: You use the result SdQ=log, (Q-1) + C
(b) Use the substitution of variable method fully to evaluate
[*Q(Q² + 1)³dQ
Transcribed Image Text:Question 5 (a) Find the indefinite integral for the following marginal revenue functions with respect to output (Q): (0) MR = f(Q) = Q³-50² + √0 00 MR = f(Q) = (0+1)* Q-1 -Hint: You use the result SdQ=log, (Q-1) + C (b) Use the substitution of variable method fully to evaluate [*Q(Q² + 1)³dQ
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