The demand function can be expressed algebraically as: P = 200 – 0.ĄQ when 0 50 Calculate the marginal revenue (MR) function facing Chillman and plot it on the graph using the green points (triangle symbols). (Hint: Start with (0,200) and end at (70, 0). Use all four points.) Chillman's total cost function is TC = 500 +40Q+0.5Q² Using the orange line (square symbols), plot the marginal cost curve on the graph. Chillman maximizes profit by selling 50 units at a price of $180 per unit.

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Could you please assist me with the points on the graph. The orange line has two points. I think they are at (0,40) and (70,120). I am unsure if this is correct. I also wanted to see if the green line is correct. 

 

Thanks!

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Transcribed Image Text:200 180 MR 160 140 120 MC 100 80 60 40 20 10 20 30 40 50 60 70 80 90 100 Quantity Price and cost ($/Unit)
The demand function can be expressed algebraically as:
P = 200 – 0.ĄQ when 0<Q< 50
= 280 – 2Q when Q > 50
Calculate the marginal revenue (MR) function facing Chillman and plot it on the graph using the green points (triangle symbols). (Hint: Start with
(0,200) and end at (70, 0). Use all four points.)
Chillman's total cost function is
TC = 500 + 40Q+0.5Q²
Using the orange line (square symbols), plot the marginal cost curve on the graph.
Chillman maximizes profit by selling
50 units at a price of
$180 per unit.
Save & Continue
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Transcribed Image Text:The demand function can be expressed algebraically as: P = 200 – 0.ĄQ when 0<Q< 50 = 280 – 2Q when Q > 50 Calculate the marginal revenue (MR) function facing Chillman and plot it on the graph using the green points (triangle symbols). (Hint: Start with (0,200) and end at (70, 0). Use all four points.) Chillman's total cost function is TC = 500 + 40Q+0.5Q² Using the orange line (square symbols), plot the marginal cost curve on the graph. Chillman maximizes profit by selling 50 units at a price of $180 per unit. Save & Continue Continue without saving
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