The table shows the production function for snack cakes and labor. Assume fixed costs are $200/day and that one full time worker costs $80/day ($10x8hrs). Given this information, what is the marginal cost of the 50th case? (assume labor is your only variable cost)
# of Workers |
Q of Snack Cakes | TVC | TFC | TC | MC |
0 | 0 | ||||
1 | 5 | ||||
1.6 | 10 | ||||
2 | 15 | ||||
2.35 | 20 | ||||
2.75 | 25 | ||||
3.22 | 30 | ||||
3.75 | 35 | ||||
4.35 | 40 | ||||
5 | 45 | ||||
5.75 | 50 | ||||
6.6 | 55 | ||||
7.5 | 60 | ||||
8.5 | 65 | ||||
10 | 70 |
Answer: Table showing information as following :
No of workers | Quantity of snacks cake | TVC | TFC | TC= TVC+TFC | MC |
0 | 0 | 0 | $200 | $200 | - |
1 | 5 | $80 | $200 | $280 | $80 |
1.6 | 10 | $128 | $200 | $328 | $48 |
2 | 15 | $160 | $200 | $360 | $32 |
2.35 | 20 | $188 | $200 | $388 | $28 |
2.75 | 25 | $220 | $200 | $440 | $52 |
3.22 | 30 | $257.6 | $200 | $457.6 | $17.6 |
3.75 | 35 | $300 | $200 | $500 | $42.4 |
4.35 | 40 | $348 | $200 | $548 | $48 |
5 | 45 | $400 | $200 | $600 | $52 |
5.75 | 50 | $460 | $200 | $660 | $60 |
6.6 | 55 | $528 | $200 | $728 | $68 |
7.5 | 60 | $600 | $200 | $800 | $72 |
8.5 | 65 | $680 | $200 | $880 | ₹80 |
10 | 70 | $800 | $200 | $1000 | $120 |
Given information from the table , Marginal cost of 50 th cake is $60.
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