Math  /  Algebra

QuestionQuestion 9 of 10, Step 1 of 1 9/14 Correct 0
A company manufactures two models of a product, model A\boldsymbol{A} and model B\boldsymbol{B}. The cost for model A\boldsymbol{A} is $39\$ 39 and the cost for model B\boldsymbol{B} is $21\$ 21. If the fixed costs are $640\$ 640, the total cost function is given by C(x,y)=640+39x+21yC(x, y)=640+39 x+21 y, where xx is the number of model AA and yy is the number of model BB. Find C(56,60)C(56,60). Answer Tables Keypad Keyboard Shortcuts C(56,60)=$C(56,60)=\$ \square Submit Answer

Studdy Solution
Calculate the total cost by evaluating the expression.
First, calculate 39×56 39 \times 56 :
39×56=2184 39 \times 56 = 2184
Next, calculate 21×60 21 \times 60 :
21×60=1260 21 \times 60 = 1260
Now, add these results to the fixed cost:
C(56,60)=640+2184+1260 C(56, 60) = 640 + 2184 + 1260
C(56,60)=4084 C(56, 60) = 4084
The total cost is:
4084 \boxed{4084}

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