You are the owner of a business that sells premium natural-organic soap. Your goal is to decide the number of soap (S) to be manufactured per month to maximize profits. The total benefits (revenues) and costs of manufacturing different quantities of soap are given in the table below. Control Variable S Total Benefits Total Costs B(S) C(S) 200 380 540 680 800 900 980 10 30 60 100 150 210 280 360 450 550 1 2 3 4 6. 7 8. 1,040 1,080 1,100 10 1. Use the marginal analysis technique to determine the quantity of soaps that will maximize net benefits. Present results in table form and highlight the maximizing level. 2. Graphically illustrate letter B. Separate the graphs for TB – TC approach, MB = MC rule, and net benefit (maximum). The sequence of the graph: (1) TB – TC approach (topmost graph); (2) net benefit (middle graph); and (3) MB, MC, & MNB (last, 3rd graph). But be sure that the graphs are parallel in X-axis so as to be consistent in the results. (Label your graphs accordingly and appropriately.)

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
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Chapter1: Making Economics Decisions
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1.Use the marginal analysis technique to determine the quantity of organic coconut oil that will maximize net benefits. Present results in table form and highlight the maximizing
level. 


2. Graphically illustrate letter B. Separate the graphs for TB – TC approach, MB = MC rule, and net benefit (maximum). The sequence of the graph: (1) TB – TC approach (topmost graph); (2) net benefit (middle graph); and (3) MB, MC, & MNB (last, 3rd graph). But be sure that the graphs are parallel in X-axis so as to be consistent in the results. (Label your graphs accordingly and appropriately.) 

PROBLEM
You are the owner of a business that sells premium natural-organic soap. Your goal is to
decide the number of soap (S) to be manufactured per month to maximize profits. The total
benefits (revenues) and costs of manufacturing different quantities of soap are given in the
table below.
Control
Total Benefits
Total Costs
Variable S
B(S)
C(S)
1
200
10
380
30
540
60
680
100
800
150
900
210
980
280
8
1,040
1,080
1,100
360
9.
450
10
550
1. Use the marginal analysis technique to determine the quantity of soaps that will
maximize net benefits. Present results in table form and highlight the maximizing level.
2. Graphically illustrate letter B. Separate the graphs for TB – TC approach, MB = MC rule,
and net benefit (maximum). The sequence of the graph: (1) TB – TC approach (topmost
graph); (2) net benefit (middle graph); and (3) MB, MC, & MNB (last, 3rd graph). But be
sure that the graphs are parallel in X-axis so as to be consistent in the results. (Label
your graphs accordingly and appropriately.)
34567oo2
Transcribed Image Text:PROBLEM You are the owner of a business that sells premium natural-organic soap. Your goal is to decide the number of soap (S) to be manufactured per month to maximize profits. The total benefits (revenues) and costs of manufacturing different quantities of soap are given in the table below. Control Total Benefits Total Costs Variable S B(S) C(S) 1 200 10 380 30 540 60 680 100 800 150 900 210 980 280 8 1,040 1,080 1,100 360 9. 450 10 550 1. Use the marginal analysis technique to determine the quantity of soaps that will maximize net benefits. Present results in table form and highlight the maximizing level. 2. Graphically illustrate letter B. Separate the graphs for TB – TC approach, MB = MC rule, and net benefit (maximum). The sequence of the graph: (1) TB – TC approach (topmost graph); (2) net benefit (middle graph); and (3) MB, MC, & MNB (last, 3rd graph). But be sure that the graphs are parallel in X-axis so as to be consistent in the results. (Label your graphs accordingly and appropriately.) 34567oo2
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