In: Economics
A drug company discovered a new vaccine to fight the covid-19 virus. So far it sold 200 doses, and faces the following ATC schedule: q ATC
200 $200
201 $201
If a new customer offers to pay $300 for 1 dose, should the drug company make one more vaccine?
We are given :
Quantity | Average total cost |
200 | $200 |
201 | $201 |
We know that :
Average total cost = Total cost / total quantity
200 = TC / 200
200 × 200 = TC
40,000 = TC
and,
201 = TC / 201
201× 201 = TC
40,401 = TC
Quantity | Average total cost | Total cost |
200 | $200 | 40,000 |
201 | $201 | 40,401 |
Here, P × Q = Total Revenue
(1) 40,000 × 200 = 8,000,000
Profit = TR - TC
Profit = 8,000,000 - 40,000 = 7,960,000 i.e TR > TC Firm should continue producing.
(2) 40,401 × 201 = 8,120,601
Profit = TR - TC
Profit = 8,120,601 - 40,401 = 8,080,200 TR > TC Firm should continue producing.
If a new customer offers to pay $300 for 1 dose
Quantity | Total cost | Avg TC ( TC / Qty.) |
1 | 300 | 300 |
Here, P × Q = Total Revenue
300 × 1 = 300
Profit = TR - TC
Profit = 300 - 300 = 0
The firm profits are ZERO at this level of producing vaccine.
The drug company should not make one more vaccine because producing any additional output unit will result in economic loss.