(a) output (Q): (1) € integral for the following marginal MR = f(Q) = Q³-50² + √Q MR = f(Q) = (Q+1)² enue functions with respect to Hint: You use the result f¹dQ = log (Q-1) + C
(a) output (Q): (1) € integral for the following marginal MR = f(Q) = Q³-50² + √Q MR = f(Q) = (Q+1)² enue functions with respect to Hint: You use the result f¹dQ = log (Q-1) + C
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Please help me, can this be done handwritten? in order for me to understand
![(a) Find the indefinite integral for the following marginal revenue functions with respect to
output (Q):
MR = f(Q) = Q³-50² + √
(i)
(ii)
(Q+1)²
Q-1
MR = f(Q) = (2+
Hint: You use the result SdQ = log₂ (Q − 1) + C
(b) Use the substitution of variable method fully to evaluate
L'oce² +
(Q² + 1)5dQ](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F95f04c32-2a34-49c6-9103-ff9c62205d90%2F98a98029-ae54-4e71-8e7d-7ccda8f1fe92%2Fj25z1yg_processed.png&w=3840&q=75)
Transcribed Image Text:(a) Find the indefinite integral for the following marginal revenue functions with respect to
output (Q):
MR = f(Q) = Q³-50² + √
(i)
(ii)
(Q+1)²
Q-1
MR = f(Q) = (2+
Hint: You use the result SdQ = log₂ (Q − 1) + C
(b) Use the substitution of variable method fully to evaluate
L'oce² +
(Q² + 1)5dQ
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