In: Economics
Output tables/day |
Total cost |
Variable cost |
Average Total Cost |
Average variable cost |
Marginal Cost |
0 |
$250 |
||||
1 |
350 |
||||
2 |
430 |
||||
3 |
490 |
||||
4 |
570 |
||||
5 |
670 |
||||
6 |
820 |
a)
FC=the cost is same at all level and it is equal to the total cost at Q=0
FC=$250
=======
b)
VC=TC-FC
VC(1)=350-250=100 and so on
ATC=TC/Q
ATC first decreases up to the MC is lower than it and then
increases when MC is higher than it.
ATC(1)=350/1=350
ATC(2)=430/2=215 and so on
AVC=VC/Q
AVC first decreases up to the MC is lower than it and then
increases when MC is higher than it.
AVC(1)=250/1=1 and so on
MC(n)=(TC(n)-TC(p))/(n-p)
MC(n)=marginal cost of n th unit
TC(n)=Total cost of n units of output
TC(p)=Total cost of p unit of output
here, n>p.
MC(1)=(350-250)/(1-0)=100
MC(2)=(430-350)/(2-1)=80 and so on
Output | Total cost | Variable cost | Average Total Cost | Average variable cost | Marginal Cost |
tables/day | |||||
0 | 250 | 0 | |||
1 | 350 | 100 | 350 | 100 | 100 |
2 | 430 | 180 | 215 | 90 | 80 |
3 | 490 | 240 | 163.33 | 80 | 60 |
4 | 570 | 320 | 142.5 | 80 | 80 |
5 | 670 | 420 | 134 | 84 | 100 |
6 | 820 | 570 | 136.67 | 95 | 150 |