Ask Question
1 April, 16:37

Before a captive breeding program and subsequent reintroduction of the black-footed ferret it is believed that their total population size was only around 18 individuals. If the annual survival rate in the wild was 0.4.

a. What is the probability that all 18 would have died in a single year?

b. Because of the presence of canine distemper disease, the annual mortality rate might have been as high as 0.89. What is the probability that all 18 would have died in a single year if canine distemper was present?

+4
Answers (1)
  1. 1 April, 17:07
    0
    a) 99.93%

    b) 99.98%

    Explanation:

    Given that:

    Total population size was only around 18 individuals (for black-footed ferret)

    If the annual survival rate in the wild was 0.4%.

    a)

    What is the probability that all 18 would have died in a single year?

    To find that; we multiply the annual survival rate in the wild with the total population; which is:

    (0.4%*18) = 0.072%

    Then; we subtract it from a total of 100% in order to determine the probability that all 18 would have died in a single year.

    = (100.00% - 0.072%)

    = 99.93%

    b)

    What is the probability that all 18 would have died in a single year if canine distemper was present?

    Given that;

    Because of the presence of canine distemper disease, the annual mortality rate might have been as high as 0.89.

    To determine the probability; we have:

    1 - Annual mortality rate = annual survival rate

    1 - 0.89 = 0.11 %

    Therefore, 0.11% of 18 individuals = (0.0011 * 18)

    = 0.0198%

    Probability that all 18 would have died in a single year if canine distemper was present = 100 - probability of annual survival rate

    = (100 - 0.0198) %

    = 99.98%
Know the Answer?
Not Sure About the Answer?
Find an answer to your question ✅ “Before a captive breeding program and subsequent reintroduction of the black-footed ferret it is believed that their total population size ...” in 📘 Biology if you're in doubt about the correctness of the answers or there's no answer, then try to use the smart search and find answers to the similar questions.
Search for Other Answers