A company distributes college logo sweatshirts and sells them for $40 each. The total cost function is linear, and the total cost for 70 sweatshirts is $2597, whereas the total cost for 200 sweatshirts is $4027. (a) Write the equation for the revenue function R(x). (b) Write the equation for the total cost function C(x). (c) Find the break-even quantity. x = sweatshirts.
A company distributes college logo sweatshirts and sells them for $40 each. The total cost function is linear, and the total cost for 70 sweatshirts is $2597, whereas the total cost for 200 sweatshirts is $4027. (a) Write the equation for the revenue function R(x). (b) Write the equation for the total cost function C(x). (c) Find the break-even quantity. x = sweatshirts.
Chapter4: Systems Of Linear Equations
Section4.3: Solve Mixture Applications With Systems Of Equations
Problem 159E: The manufacturer of a water bottle spends $5 to build each bottle and sells them for $10. The...
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A company distributes college logo sweatshirts and sells them for $40 each. The total cost function is linear, and the total cost for 70 sweatshirts is $2597, whereas the total cost for 200 sweatshirts is $4027.
(a) Write the equation for the revenue function R(x).
(b) Write the equation for the total cost function C(x).
(c) Find the break-even quantity.
x = sweatshirts.
x = sweatshirts.
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