A company sells one of its products for $42 each. The monthly fixed costs are $2700. The marginal cost of the q=quantity and C(q) = cost. a) Express the total monthly costs, C, as a function of q, the quantity produced each month. C(q) = Express the total monthly revenue, R, as a function of the quantity, q, sold each month. R(q) I 1.

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Author:Steven A. Greenlaw; David Shapiro
Publisher:Steven A. Greenlaw; David Shapiro
Chapter8: Perfect Competition
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esc
A company sells one of its products for $42 each. The monthly fixed costs are $2700. The marginal cost of the product is $10. Let
q=quantity and C(q) = cost.
a) Express the total monthly costs, C, as a function of q, the quantity produced each month.
C(q) =
9=
:0:
21 O
Express the total monthly revenue, R, as a function of the quantity, q, sold each month.
R(q) =
c) Find the quantity, q, produced and sold each month at which this company will break even. Round your answer to a whole
number.
F1
50,252
8.
F2
20
F3
ITEMS
000
000
F4
F5
INFO
MacBook Pro
S
F6
tv
F7
RA
► 11
F8
W
< Previous Nex
F9
Instructions ^
F10
4)
F11
€
Transcribed Image Text:6. esc A company sells one of its products for $42 each. The monthly fixed costs are $2700. The marginal cost of the product is $10. Let q=quantity and C(q) = cost. a) Express the total monthly costs, C, as a function of q, the quantity produced each month. C(q) = 9= :0: 21 O Express the total monthly revenue, R, as a function of the quantity, q, sold each month. R(q) = c) Find the quantity, q, produced and sold each month at which this company will break even. Round your answer to a whole number. F1 50,252 8. F2 20 F3 ITEMS 000 000 F4 F5 INFO MacBook Pro S F6 tv F7 RA ► 11 F8 W < Previous Nex F9 Instructions ^ F10 4) F11 €
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