Given the quantity and total cost, calculate for a total fixed cost, the total variable cost, average fixed cost, average total cost, the average variable cost, and marginal cost. You are required to graph the total cost curves as well as the average and marginal cost curves.
Quantity | Total Cost | Total Fixed Cost | Total Variable Cost | Average Fixed Cost | Average Total Cost | Average Variable Cost | Marginal Cost |
1 | 30 | ||||||
2 | 75 | ||||||
3 | 150 | ||||||
4 | 255 | ||||||
5 | 380 | ||||||
6 | 525 | ||||||
7 | 680 | ||||||
8 | 840 | ||||||
9 | 1010 | ||||||
10 | 1200 |
Following are the answers.
QTY |
TC |
TFC |
TVC |
AFC |
ATC |
AVC |
MC |
1 |
30 |
30 |
0 |
30 |
30 |
0 |
-- |
2 |
75 |
30 |
45 |
15 |
37.5 |
22.5 |
45 |
3 |
150 |
30 |
120 |
10 |
50 |
40 |
75 |
4 |
255 |
30 |
225 |
7.5 |
63.75 |
56.25 |
105 |
5 |
380 |
30 |
350 |
6 |
76 |
70 |
125 |
6 |
525 |
30 |
495 |
5 |
87.5 |
82.5 |
145 |
7 |
680 |
30 |
650 |
4.28 |
97.1 |
92.85 |
155 |
8 |
840 |
30 |
810 |
3.75 |
105 |
101.25 |
160 |
9 |
1010 |
30 |
980 |
3.33 |
112.5 |
108.8 |
170 |
10 |
1200 |
30 |
1170 |
3 |
120 |
117 |
190 |
ATC = TC / QTY i.e. 30/1=30, likewise
MC= TCn - TC(n-1), i.e. there is no MC at qty 1, for qty 2, MC = 75-30=45, likewise
TFC will be constant as the first level of TC i.e. 30
TVC = TC - TFC i.e. 30-30=0, likewise
AFC = TFC / QTY i.e. 30/1=30, 30/2=15, likewise
AVC = TVC / QTY or AC - AFC i.e. 45/2=22.5, like wise
GRAPHS
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