NOT include dollar signs or units, as I have already provided them for you in the problem. pose you want to remove an aquatic species that was introduced to a lake and is now taking over information below to find the answer. =314-3.20 %=D50+3.4Q =314Q-1602 500+1702 The optimal number of the species to remove is nt Remember that the optimal point can be found where MB=MC. Set MB=MC and solve for Q.) Total costs and benefits (or vice versa - order does not matter for answer) to remove that quantity o and S ecies are $ nt Plug your answer in from part (a) into the TB and TC equations and solve.)

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
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QUESTION 7
To ensure correct grading:
Do NOT include dollar signs or units, as I have already provided them for you in the problem.
Suppose you want to remove an aquatic species that was introduced to a lake and is now taking over. Use
the information below to find the answer.
MB=314-3.2Q
MC=50+3.4Q
TB=314Q-1.602
TC=50Q+17Q2
a. The optimal number of the species to remove is
(Hint: Remember that the optimal point can be found where MB-MC. Set MB=MC and solve for Q.)
b. Total costs and benefits (or vice versa - order does not matter for answer) to remove that quantity of the
and $
species are $
(Hint Plug your answer in from part (a) into the TB and TC equations and solve.)
Transcribed Image Text:QUESTION 7 To ensure correct grading: Do NOT include dollar signs or units, as I have already provided them for you in the problem. Suppose you want to remove an aquatic species that was introduced to a lake and is now taking over. Use the information below to find the answer. MB=314-3.2Q MC=50+3.4Q TB=314Q-1.602 TC=50Q+17Q2 a. The optimal number of the species to remove is (Hint: Remember that the optimal point can be found where MB-MC. Set MB=MC and solve for Q.) b. Total costs and benefits (or vice versa - order does not matter for answer) to remove that quantity of the and $ species are $ (Hint Plug your answer in from part (a) into the TB and TC equations and solve.)
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