Solve a Specific Antiderivative (aka Initial Value) Problem. A company that makes high-end toaster ovens has a marginal cost function given by
C^(')(x)=12\sqrt(8x+16)
dollars per toaster oven, where
x
is the number of toaster ovens produced. If the company has fixed costs of
$1264
, find the cost of producing 120 toaster ovens. Hint: If the company does not produce any toaster ovens, its cost will equal its fixed costs. The cost function is
C(x)=

?
dollars. The cost to produce 120 toaster ovens is
?
dollars.

Question

Solve a Specific Antiderivative (aka Initial Value) Problem. A company that makes high-end toaster ovens has a marginal cost function given by

C^(')(x)=12\sqrt(8x+16)

dollars per toaster oven, where

x

is the number of toaster ovens produced. If the company has fixed costs of

$1264

, find the cost of producing 120 toaster ovens. Hint: If the company does not produce any toaster ovens, its cost will equal its fixed costs. The cost function is

C(x)=

?

dollars. The cost to produce 120 toaster ovens is

?

dollars.

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