In: Accounting
| Solution 1 |
TC = 500 +80Q2+3Q3 |
| Fixed Cost = 500 | |
|
Variable Cost = TC-FC : 1525-500 = 1025 |
|
| Average Fixed Cost = Fixed Cost / Variable costs = 500 / 1025 = 0.4878 | |
| Solution 2 | Fixed cost is same at all level and it is equal to the total cost at Q = 0 |
| FC=TC=500+(80*0)+(3*0) = 500 | |
| Hence fixed cost is $ 500 | |
| Solution 3 |
TC = 500 +80Q2+3Q3 |
| Constant part is fixed cost, hence fixed cost = 500 | |
| Quantity is 5 | |
| Total Cost = 500 + 80*(2*5)+3*(3*5*5) | |
|
TC=500+80*(2*5)+3*(3*5*5)=$1525 |
|
| Solution 4 |
Total Cost = 500 + 80q2+3q3 |
| Marginal Cost = 80* (2Q)+3*(3Q2) | |
| MC at Q = 5 | |
| MC (5) = 80*(2*5)+3*(3*5*5) | |
| MC = 800+225 = $ 1025 | |
| Solution 5 |
TC = 500 +80Q2+3Q3 |
|
If company produces Q=0, then TC = 500 + 0 +0 ; So fixed cost = 500 |
|
| If company produces Q= , then | |
|
TC=500+80*(2*5)+3*(3*5*5)=1525 |
|
|
Variable Cost = TC-FC : 1525-500 = 1025 |
|
| VC per unit = Average VC = 1025 /5 =$ 205 | |