A company sell the car batteries for $105 each. They paid $2500 for a licensing fee and will buy batteries for $70 each. What would be the associated: • Linear Cost Function, C(x): • Linear Revenue Function, R(x): • Linear Profit Function, P(x): C(x) = 70x P(x) = 70x + 2500 P(x) = 175x - 2500 %3D R(x) = 105x P(x) = 35x - 2500 R(x) = 105x + 2500 C(x) = 35x C(x) = 70x + 2500 P(x) = 35x R(x) = 70x

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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A company sell the car batteries for $105 each. They paid $2500
for a licensing fee and will buy batteries for $70 each. What
would be the associated:
• Linear Cost Function, C(x):
• Linear Revenue Function, R(x):
• Linear Profit Function, P(x):
C(x) = 70x
P(x) = 70x + 2500
P(x) = 175x - 2500
R(x) = 105x
P(x) = 35x - 2500
R(x) = 105x + 2500
%3D
C(x) = 35x
C(x) = 70x + 2500
P(x) = 35x
R(x) = 70x
Transcribed Image Text:A company sell the car batteries for $105 each. They paid $2500 for a licensing fee and will buy batteries for $70 each. What would be the associated: • Linear Cost Function, C(x): • Linear Revenue Function, R(x): • Linear Profit Function, P(x): C(x) = 70x P(x) = 70x + 2500 P(x) = 175x - 2500 R(x) = 105x P(x) = 35x - 2500 R(x) = 105x + 2500 %3D C(x) = 35x C(x) = 70x + 2500 P(x) = 35x R(x) = 70x
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