The city of Modesto has two plants which are producing fertilizer. In the process Plant Anaconda emits a total of 9 tons of pollution a day with a marginal cost of abatement expressed as MC = 9- Xa, where Xa is tons of pollution. Plant Barboa in a similar fashion emits a total of 6 tons a day with a MC of abatement = 12 - 2Xb where Xb is tons of pollution. Modesto wants to reduce this level from 15 to only 9 tons of pollution a day. If t applied a tax perfectly, what is the level of that tax which would achieve a total of 9 tons of pollution total across the two plants? %3D %3D

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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The city of Modesto has two plants which are producing fertilizer. In the process Plant
Anaconda emits a total of 9 tons of pollution a day with a marginal cost of abatement
expressed as MC = 9- Xa, where Xa is tons of pollution. Plant Barboa in a similar fashion
emits a total of 6 tons a day with a MC of abatement = 12 - 2Xb where Xb is tons of
pollution. Modesto wants to reduce this level from 15 to only 9 tons of pollution a day. If
%3D
%3D
it applied a tax perfectly, what is the level of that tax which would achieve a total of 9 tons
of pollution total across the two plants?
Select one:
O a. $9
O b. $5
O c. $4
d. $6
O e. $15
Transcribed Image Text:The city of Modesto has two plants which are producing fertilizer. In the process Plant Anaconda emits a total of 9 tons of pollution a day with a marginal cost of abatement expressed as MC = 9- Xa, where Xa is tons of pollution. Plant Barboa in a similar fashion emits a total of 6 tons a day with a MC of abatement = 12 - 2Xb where Xb is tons of pollution. Modesto wants to reduce this level from 15 to only 9 tons of pollution a day. If %3D %3D it applied a tax perfectly, what is the level of that tax which would achieve a total of 9 tons of pollution total across the two plants? Select one: O a. $9 O b. $5 O c. $4 d. $6 O e. $15
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