In: Economics
The Marginal Principle states, “Increase the level of activity as long as its marginal benefit exceeds its marginal cost. Choose the level at which the marginal benefit equals the marginal cost.” The Widget Factory makes and sells widgets in a perfectly competitive market, operating in the short term. Fixed cost per widget is $4 Labor costs is $23 per worker Widgets sell for $13 each (Revenue price per unit) Workers 10 11 12 13 14 15 16 17 Output 6 30 41 46 50 53 55 56 Using the data from above:.
Graph the Marginal Cost (MC), the Marginal Revenue (MR), and the Average Total Cost (ATC). What level of output will the firm select, and how many employees will be hired? What is the economic profit at this level of output, and what is the economic profit at output levels slightly above and slightly below this level?
No. of workers | Output | Fixed cost | Variable cost | Total cost | Marginal cost | ATC | Revenue | Marginal Revenue | Profit |
10 | 6 | 24 | 230 | 254 | 25.40 | 78 | -176 | ||
11 | 30 | 120 | 253 | 373 | 119 | 33.91 | 390 | 312 | 17 |
12 | 41 | 164 | 276 | 440 | 67 | 36.67 | 533 | 143 | 93 |
13 | 46 | 184 | 299 | 483 | 43 | 37.15 | 598 | 65 | 115 |
14 | 50 | 200 | 322 | 522 | 39 | 37.29 | 650 | 52 | 128 |
15 | 53 | 212 | 345 | 557 | 35 | 37.13 | 689 | 39 | 132 |
16 | 55 | 220 | 368 | 588 | 31 | 36.75 | 715 | 26 | 127 |
17 | 56 | 224 | 391 | 615 | 27 | 36.18 | 728 | 13 | 113 |
No. of workers | Marginal cost | ATC | Marginal Revenue |
10 | 25.40 | ||
11 | 119 | 33.91 | 312 |
12 | 67 | 36.67 | 143 |
13 | 43 | 37.15 | 65 |
14 | 39 | 37.29 | 52 |
15 | 35 | 37.13 | 39 |
16 | 31 | 36.75 | 26 |
17 | 27 | 36.18 | 13 |
Firm will select 15 number of workers and 53 units of output to maximize the profit level of $132.
Economic profit = Revenue – cost = 689 – 557 = $132
Just above optimum level of output, the output level is 55 unit.
Economic profit = 715-588 = $127
Just below optimum level of output, the output level is 50 unit.
Economic profit = 650-522 = $128