1. An insurance company sold 15,000 policies ($100,000 payout value) this year. The probability of death for each person has been determined to be .0011. The company charges $140 for each policy. Use the Poisson approximation to determine: (Probabil- ities to 4 decimal places) (a) P(The company breaks even) (b) P(The company profits $500,000 or more) (c) P(The company loses $300,000 or more)
1. An insurance company sold 15,000 policies ($100,000 payout value) this year. The probability of death for each person has been determined to be .0011. The company charges $140 for each policy. Use the Poisson approximation to determine: (Probabil- ities to 4 decimal places) (a) P(The company breaks even) (b) P(The company profits $500,000 or more) (c) P(The company loses $300,000 or more)
Chapter12: Sequences, Series And Binomial Theorem
Section12.3: Geometric Sequences And Series
Problem 12.58TI: What is the total effect on the economy of a government tax rebate of $500 to each household in...
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Transcribed Image Text:1. An insurance company sold 15,000 policies ($100,000 payout value) this year. The
probability of death for each person has been determined to be .0011. The company
charges $140 for each policy. Use the Poisson approximation to determine: (Probabil-
ities to 4 decimal places)
(a) P(The company breaks even)
(b) P(The company profits $500,000 or more)
(c) P(The company loses $300,000 or more)
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