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Extreme Protection, Inc. manufactures helmets for skiing and snowboarding.
The fixed costs for one model of helmet are $5200 per month. Materials and labor for each helmet of this model are $60, and the company sells this helmet to dealers for $85 each. (Let x represent the number of helmets sold. Let C, R, and P be measured in dollars.)
(a) For this helmet, write the function for monthly total costs C(x).
C(x) = 5200+60x
(b) Write the function for total revenue R(x).
R(x) = 60x
(c) Write the function for profit P(x).P(x) = (d) Find C(200).C(200) =
Find R(200).R(200) = Find P(200).P(200) =
Find C(300).C(300) =
Find R(300).R(300) =
Find P(300).P(300) = (f) Find the marginal profit MP.
MP =
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