A company producing a new product has fixed costs of $180000. The first 11000 items cost $22 each to produce. After that, each item costs $20 to produce. This yields a piecewise Cost Function with two parts to it. Find equations in terms of x for the two parts and enter them, in order, in the boxes below. v if r < 11000 C1(x) = 22x+180000 C2(x) = -20x+18000 * if x > 11000

Intermediate Algebra
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Author:Lynn Marecek
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Chapter4: Systems Of Linear Equations
Section4.3: Solve Mixture Applications With Systems Of Equations
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A company producing a new product has fixed costs of $180000. The first 11000 items cost $22 each to produce. After that, each item costs
$20 to produce. This yields a piecewise Cost Function with two parts to it. Find equations in terms of x for the two parts and enter them, in
order, in the boxes below.
Ci (x) = 22x+180000
v if æ < 11000
C2 (x) = -20x+18000
* if x > 11000
22
stv
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Transcribed Image Text:A company producing a new product has fixed costs of $180000. The first 11000 items cost $22 each to produce. After that, each item costs $20 to produce. This yields a piecewise Cost Function with two parts to it. Find equations in terms of x for the two parts and enter them, in order, in the boxes below. Ci (x) = 22x+180000 v if æ < 11000 C2 (x) = -20x+18000 * if x > 11000 22 stv MacBook Pro G Search or ty pe URL & 3 4 5 6. delete Q E R т Y P D G H J K C + 00 B
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