In: Accounting
DETAILS GIVEN IN QUESTION:
The cost of producing is $10. Sale price equal to $15. With probability 30% the adoption will be High in which case 30 million people will request a vaccine, with probability 20% the adoption will be Medium in which case 20 million people will request a vaccine, and with probability 50% the adoption will be Low in which case 10 million people will request a vaccine. Any vaccines produced for the US cannot be sold in Europe and must be discarded.
ANSWER:
(A) How many vaccines should J&J produce for the US market?
(in Million) |
|||
PROBABILITY |
PRODUCTION |
SALE |
|
[1] |
[2] |
[1 X 2] |
|
HIGH |
30% |
30 |
9 |
MEDIUM |
20% |
20 |
4 |
LOW |
50% |
10 |
5 |
60 |
18 |
(B) EXPECTED PROFIT FROM US MARKET
($ Million)
SALE |
(18 M X $ 15) |
$ 270 |
(-) COST |
(60 M X $ 10) |
$ 600 |
LOSS |
($ 330) |
C. How many vaccines are expected to be produced and wasted?
PRODUCED |
60 M |
SOLD |
18 M |
WASTAGE |
42 M |