a) | The linear cost function = $60 + $5.5*x | ||
Calculation: | |||
Total marginal cost for 70 T-shirts = 70*5.5 = | $ 385 | ||
Fixed cost = $445-$385 = | $ 60 | ||
Hence, the above cost function. | |||
b) | Break even number of T-shirts = Fixed costs/Contribution margin per T-shirt = 385/(9-5.5) = | 110 | T-shirts |
c) | Number of T-shirts to be produced and sold to make profit of 600 = (Fixed cost+Desired profit)/Contribution margin per unit = (385+600)/(9-5.5) = | 281.43 | |
Rounded off to next whole number | 282 | T-shirts |
Joanne sells silk-screened T-shirts at community festivals and craft fairs. Her marginal cost to produce one...
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