Question

4

An actuarial course has 6 Eberly students and a number of Smeal students. If a team of 2 students is made at random, there is

5

Consider the following P(x year old survives 1 more year)-99 .P(x year old survives 10 more years).65 .Px 1 year old survives

An actuarial course has 6 Eberly students and a number of Smeal students. If a team of 2 students is made at random, there is a 50% that the team will have one student from each college. How many Smeal students can the class have?
Consider the following P(x year old survives 1 more year)-99 .P(x year old survives 10 more years).65 .Px 1 year old survives 2 more years) .98505 P(x-1year old survives to age [x 6).8067 Px 1year old has a future lifetime between 7 and 9 years)124 Calculate the probability that an x + 1 year old has a future lifetime between 5 and 7 years.
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6 0 2 OS s D 6+x)(s) 2 う n-13x+30 。 (-103)-0 Note ne亼

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