A infection originated from an unknown pollution can kill 60 percent of those who are already ill and make 60 percent of the healthy population ill each month. Assume that everyone is healthy initially and the death rate of the healthy population is negligible.
Only b and c


b. It is found that treatment can cure 10% of the population and reduce the death rate to 50%
Assume total Population is 100
| Diseased | Not Diseased |
Died from diseased |
Remaining Population | |
| 1st Month | 50 | 50 | 25 |
Diseased 25 Not Diseased 50 Total of 75 |
| 2nd Month | 50 | 25 | 25 |
Diseased 25 Not Diseased 25 Total of 50 |
| 3rd Month | 37.5 | 12.5 | 18.75 |
Diseased 18.75 Not Diseased 12.5 Total of 31.25 |
| 4th Month | 25 | 6.25 | 12.5 |
Diseased 12.5 Not Diseased 6.25 Total of 18.75 |
Total number of people remain after 4 months is 18.75 people from 100 people.
It is 18.75%
So, 81.25% of people will die in 4 months
Answer - 81.25%
C.
Here the exception is cured people will have immunity to infection.
Assume total Population is 100
| Diseased | Not Diseased |
Died from diseased |
Remaining Population | |
| 1st Month | 50 | 50 | 25 |
Diseased 25 Not Diseased 50 (10 immuned) Total of 75 |
| 2nd Month | 45 | 30 | 22.5 |
Diseased 22.5 Not Diseased 30 (20 immuned) Total of 52.5 |
| 3rd Month | 27.5 | 25 | 13.75 |
Diseased 13.75 Not Diseased 25 immuned Total of 38.75 |
| 4th Month | 13.75 | 25 | 6.875 |
Diseased 6.875 Not Diseased 25 Total of 31.875 |
Total number of people remain after 4 months is 31.875 people from 100 people.
It is 31.875%
So, 68.125% of people will die in 4 months
Answer -68.125%
A infection originated from an unknown pollution can kill 60 percent of those who are already...