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Life contingency:

Need answers for question 2. I will also post the previous problem with my answers to that to help with question 2. Thanks

2. Consider the mortality model for sea turtles in exercise 1. Let T, be the future lifetime of a sea turtle at age . (a) What value does To take on if a sea turtle dies at age 20? (b) What value does T2 take on if a sea turtle dies at age 20? (c) Explain what ET] represents in a way that someone that did not take a probability class would understand. (d) Caleulate E Tol. (e) Calculate ET2] (f) Caleulate E T21. (g) Caleulate Var(T)

1. Biologists estimate that sea turtles can live for 150 years, but only about one in 1000 make it to adulthood. To model this, suppose that for every 1000 sea turtles that hatch, 500 die at exactly age 1, 499 die at exactly age 20, and 1 die at exactly age 150. Use this model to answer the questions below. (a) What is the probability that a sea turtle lives at least 100 years? (b) Given that a sea turtle survives to age 10, what is the probability that it survives to age 100? (c) Given that a sea turtle survives to age 30, what it the probability that it survives to age 100?Question 1a=0.001 1b=0.002 1c=1

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