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daebreonnakelly
16.06.2020 •
Mathematics
Let C(q) represent the cost and R(q) represent the revenue, in dollars, of producing q items.
a. If C(50) = 4900 and C'(50) = 27, estimate C(52)
C(52)= $
b. If C'(50) = 27 and R'(50) =37, approximately how much profit is earned by the 51st item?
The profit on the 51st itme is dollars.
c. if C' (100) =41 and R'(100)= 37, should the company produce the 101st item?
The company produce the 101st item
Solved
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Ответ:
(a)$4954
(b)$10
(c)The company should not produce the 101st item.
Step-by-step explanation:
(a)
(b)If C'(50) = 27 and R'(50) =37
Cost will increase by $27Revenue will increase by $37Therefore, the profit earned on the 51st item
=37-27
=$10
(c)If C'(100) = 41 and R'(100) =37
Cost will increase by $41Revenue will increase by $37Therefore, the profit earned on the 101st item
Profit![=R'(100)-C'(100)](/tpl/images/0686/9868/f5bfa.png)
=37-41
=-$4
The company should not produce the 101st item. It would lose $4 if it does.
Ответ:
question not clear. Where is the table?