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A Man Is 54 Years Old and a Woman Is

Question 89

Multiple Choice

A man is 54 years old and a woman is 34 years old. The probability that the man will be alive in 10 years is 0.77, whereas the probability that the woman will be alive 10 years from now is 0.94. Assume that their life expectancies are unrelated.
A. Find the probability that they will both be alive 10 years from now.
B. Find the probability that neither one will be alive 10 years from now.
C. Find the probability that at least one of the two will be alive 10 years from now.


A) A man is 54 years old and a woman is 34 years old. The probability that the man will be alive in 10 years is 0.77, whereas the probability that the woman will be alive 10 years from now is 0.94. Assume that their life expectancies are unrelated. A. Find the probability that they will both be alive 10 years from now. B. Find the probability that neither one will be alive 10 years from now. C. Find the probability that at least one of the two will be alive 10 years from now. A) B) C) D) E)
B) A man is 54 years old and a woman is 34 years old. The probability that the man will be alive in 10 years is 0.77, whereas the probability that the woman will be alive 10 years from now is 0.94. Assume that their life expectancies are unrelated. A. Find the probability that they will both be alive 10 years from now. B. Find the probability that neither one will be alive 10 years from now. C. Find the probability that at least one of the two will be alive 10 years from now. A) B) C) D) E)
C) A man is 54 years old and a woman is 34 years old. The probability that the man will be alive in 10 years is 0.77, whereas the probability that the woman will be alive 10 years from now is 0.94. Assume that their life expectancies are unrelated. A. Find the probability that they will both be alive 10 years from now. B. Find the probability that neither one will be alive 10 years from now. C. Find the probability that at least one of the two will be alive 10 years from now. A) B) C) D) E)
D) A man is 54 years old and a woman is 34 years old. The probability that the man will be alive in 10 years is 0.77, whereas the probability that the woman will be alive 10 years from now is 0.94. Assume that their life expectancies are unrelated. A. Find the probability that they will both be alive 10 years from now. B. Find the probability that neither one will be alive 10 years from now. C. Find the probability that at least one of the two will be alive 10 years from now. A) B) C) D) E)
E) A man is 54 years old and a woman is 34 years old. The probability that the man will be alive in 10 years is 0.77, whereas the probability that the woman will be alive 10 years from now is 0.94. Assume that their life expectancies are unrelated. A. Find the probability that they will both be alive 10 years from now. B. Find the probability that neither one will be alive 10 years from now. C. Find the probability that at least one of the two will be alive 10 years from now. A) B) C) D) E)

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