Answer questions using the table
TABLE
Fixed Variable Total Marginal
Output Cost Cost Cost AVC ATC Cost
1 $400
2 $700
3 $918
4 $1200
5 $1650
6 $2352
Given: Fixed cost =$1000; price=$550. Fill in table
On a piece of graph paper, draw a graph of the demand, marginal revenue, ATC, AVC, and MC curves. The demand curve would be perfectly elastic and it would be the same as the Marginal Revenue Curve and equal to the price.
How much is the best level of output?
Find total Profit.
State the minimum point of the ATC curve in dollars and cents.
State the minimum point of the AVC curve in dollars and cents.
output | Fixed cost | Variable cost | Total cost | AVC | ATC | Marginal cost |
1 | 1000 | 400 | 1400 | 400 | 1400 | |
2 | 1000 | 700 | 1700 | 350 | 850 | 300 |
3 | 1000 | 918 | 1918 | 306 | 639.3333 | 218 |
4 | 1000 | 1200 | 2200 | 300 | 550 | 282 |
5 | 1000 | 1650 | 2650 | 330 | 530 | 450 |
6 | 1000 | 2352 | 3352 | 392 | 558.6667 | 702 |
Best level of output = 5 ( because, after this level of output, MC will be greater than the MR)
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Total profit = total revenue - total cost = 5*550 - 2650
Total profit = $100
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Minimum point of the ATC curve = $530.00
Minimum point of the AVC curve = $300.00
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