I have the key for this problem but cannot figure out where he
gets his values. Need some help. Thanks
Answer:
Given
TC=0.9Q^3-175Q^2+12000Q
TR=-85Q^2+13000Q
So Profit P=TR-TC=-85Q^2+13000Q-0.9Q^3+175Q^2-12000Q
P=-0.9Q^3+90Q^2+1000Q
A)
For Maximum Profit dP/dQ=0
-170Q+13000-2.7Q^2+350Q-12000=0
2.7Q^2-180Q-1000=0
So solving for Q=71.82
B) For P=AR
AR=TR/Q=-85Q+13000
So for profit maximising price=-85*71.82+13000=$6895.30
C)
ATC=TC/Q=0.9Q^2-175Q+12000
for Minimum ATC,
dATC/dQ=0
1.8Q-175=0
Q=97.22
D)
ATC at Q=97.22 is
ATC=0.9*(97.22)^2-175*97.22+12000=$3493.06
E)
Maximum Profit for Q=71.82
P=-0.9Q^3+90Q^2+1000Q
P=-0.9*71.82^3+90*71.82^2+1000Q
P=$202640.04
f) True
Since profit maximisation quantity is 71.82 units and we are currently producing 60 units so we need to increase production for maximum profit.
I have the key for this problem but cannot figure out where he gets his values....
(Specifically micro economics)
I believe I have part c and part d correct but I cannot figure
out part a and b. Please help and check my answers. Thanks!
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answer.
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