Mathematics, 26.05.2021 02:10 livingfamyboys35

The marginal cost function for manufacturing perfume is given by c(x) = 7x + 28, where x is the product quantity. Find the change in the cost of perfume when the number of units sold changes from 2 to 10. A.
$56
B.
$57
C.
$62
D.
$67

Answers: 3

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The marginal cost function for manufacturing perfume is given by c(x) = 7x + 28, where x is the product quantity. Find the change in the cost of perfume when the number of units sold changes from 2 to 10. A. $56 B. $57 C. $62 D. $67

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The marginal cost function for manufacturing perfume is given by c(x) = 7x + 28, where x is the product quantity. Find the change in the cost of perfume when the number of units sold changes from 2 to 10. A.
$56
B.
$57
C.
$62
D.
$67