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Kate’s Katering provides catered meals, and the catered meals industry is perfectly competitive. Kate’s machinery costs $100 per day and is the only fixed input. Her variable cost consists of the wages paid to the cooks and the food ingredients. The variable cost per day associated with each level of output is given in the accompanying table.

Quantity of Meals VC
0 $0
10 200
20 300
30 480
40 700
50 1,000
Table

Calculate the total cost, the average variable cost, the average total cost, and the marginal cost for each quantity of output. (Include two decimals in your answers.)

Quantity of Meals VC TC of meal MC of meal AVC of meal ATC of meal
0 $0 $ - - -
10 200 $ $ $
20 300
30 480
40 700
50 1,000
Table
To find total cost, for each level of output add the fixed costs of $100 to variable costs. Marginal cost is calculated as ΔTC/ΔQ. As the quantity of meals increases from 0 to 10, total costs increase from $100 to $300, so marginal costs are ($300 - $100)/($10 - 0) = $20.00. For this problem the change in quantity will be 10. Both AVC and ATC are calculated by dividing VC and TC by quantity at each level of output, respectively. For further review see section, “Using Marginal Analysis to Choose the Profit-Maximizing Quantity of Output.”
Calculate the total cost, the average variable cost, the average total cost, and the marginal cost for each quantity of output. (Include two decimals in your answers.)
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