Farmer Jones grows oranges. The total revenue, marginal revenue, total cost, and marginal cost of producing various quantities of oranges (crates in 1000s) are presented in the table below. Total Revenue Total Marginal Output (crates in 1000s) Marginal Revenue Cost Cost 0 SO 0 1 363 363 300 300 2 726 363 500 200 3 1089 363 600 100 1452 363 800 200 1815 363 1200 400 5 6 2178 363 1700 500 thousand crates of oranges. (Enter a numeric Suppose the market for oranges is perfectly competitive. To maximize profits, farmer Jones should produce response using an integer.) At that level of output, farmer Jones will earn profit of S 13456

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Farmer Jones grows oranges. The total revenue, marginal revenue, total cost, and marginal cost of producing various quantities of oranges (crates in 1000s) are
presented in the table below.
Total Revenue
Output
(crates in 1000s)
Marginal
Revenue
Total
Cost
Marginal
Cost
0
0
SO
363
1
363
300
300
2
726
363
500
200
3
1089
363
600
100
4
1452
363
800
200
5
1815
363
1200
400
6
2178
363
1700
500
thousand crates of oranges. (Enter a numeric
Suppose the market for oranges is perfectly competitive. To maximize profits, farmer Jones should produce
response using an integer.)
At that level of output, farmer Jones will earn profit of $
Transcribed Image Text:Farmer Jones grows oranges. The total revenue, marginal revenue, total cost, and marginal cost of producing various quantities of oranges (crates in 1000s) are presented in the table below. Total Revenue Output (crates in 1000s) Marginal Revenue Total Cost Marginal Cost 0 0 SO 363 1 363 300 300 2 726 363 500 200 3 1089 363 600 100 4 1452 363 800 200 5 1815 363 1200 400 6 2178 363 1700 500 thousand crates of oranges. (Enter a numeric Suppose the market for oranges is perfectly competitive. To maximize profits, farmer Jones should produce response using an integer.) At that level of output, farmer Jones will earn profit of $
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