A firm can produce at most x = 2500 units per month, and their marginal cost function has been computed to be MC = units is $70,000. If their marginal revenue function has been computed to be MR = 3500 = 1200 + x , while the cost of producing and selling 30 then find: a) The number of units of production resulting in maximum monthly profit b) The maximum monthly profit c) Associated fixed costs d) How many units does the firm need to manufacture and sell in order to break even?

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
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Chapter1: Making Economics Decisions
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Hi i really need your help with parts c & d in this problem, i provided the work for a & b just need help finishing it off
JJU0, tInell TIHU!
a)
The number of units of production resulting in maximum monthly profit
b) The maximum monthly profit
c) Associated fixed costs
d) How many units does the firm need to manufacture and sell in order to break e
b) PELTR) -GC)
P=[me-Smc.
a MR=MC
×こ2300
3500=1200+x
ーて0 -200
3500x- 120x
こ300ニメ
(33 00)
3500( 2300) - 1200(2300) – .
E050000-2760,00-2645.0200 264500
×こ 2300nh
Transcribed Image Text:JJU0, tInell TIHU! a) The number of units of production resulting in maximum monthly profit b) The maximum monthly profit c) Associated fixed costs d) How many units does the firm need to manufacture and sell in order to break e b) PELTR) -GC) P=[me-Smc. a MR=MC ×こ2300 3500=1200+x ーて0 -200 3500x- 120x こ300ニメ (33 00) 3500( 2300) - 1200(2300) – . E050000-2760,00-2645.0200 264500 ×こ 2300nh
3. A firm can produce at most x = 2500 units per month, and their marginal cost function
has been computed to be MC
units is $70,000. If their marginal revenue function has been computed to be MR = 3500
= 1200 +x , while the cost of producing and selling 30
then find:
a) The number of units of production resulting in maximum monthly profit
b) The maximum monthly profit
c) Associated fixed costs
d) How many units does the firm need to manufacture and sell in order to break even?
Transcribed Image Text:3. A firm can produce at most x = 2500 units per month, and their marginal cost function has been computed to be MC units is $70,000. If their marginal revenue function has been computed to be MR = 3500 = 1200 +x , while the cost of producing and selling 30 then find: a) The number of units of production resulting in maximum monthly profit b) The maximum monthly profit c) Associated fixed costs d) How many units does the firm need to manufacture and sell in order to break even?
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