Business, 22.07.2021 21:20 SilverTheAmarok
An insurance company charges $1000 for a one-year policy for an automobile that is valued at $30,000. The company's actuaries have determined that all accidents fall into one of three categories: 1 in 500 policyholders will be involved in an accident that causes a loss of one-third of the value of the car at some time during the year, 1 in 800 policyholders will be in an accident that causes a loss of two-thirds of the value of the car, and 1 in 1250 will incur a total loss of their vehicle's value. In case of an accident, the policyholder will owe the insurance company a $1000 deductible, and the insurance company will owe the policyholder for the dollar value of his or her loss in each case.
1. Let X represent the profit of the insurance company per one-year policy. Copy and paste the table below and fill in the cells for the probability distribution of X.
2. Calculate the expected profit per one-year policy for the insurance company.
3. Compute the standard deviation of X= profit of the insurance company per one-year policy.
4. Interpret the expected value you calculated above in Question 2.
5. If the insurance company sold 10 policies, how much would they expect to profit?
Answers: 2
Business, 22.06.2019 11:20, jaideeplalli302
You decided to charge $100 for your new computer game, but people are not buying it. what could you do to encourage people to buy your game?
Answers: 1
Business, 22.06.2019 12:50, 20170020
Kyle and alyssa paid $1,000 and $4,000 in qualifying expenses for their two daughters jane and jill, respectively, to attend the university of california. jane is a sophomore and jill is a freshman. kyle and alyssa's agi is $135,000 and they file a joint return. what is their allowable american opportunity tax credit after the credit phase-out based on agi is taken into account?
Answers: 1
An insurance company charges $1000 for a one-year policy for an automobile that is valued at $30,000...
Chemistry, 10.07.2019 20:30
Biology, 10.07.2019 20:30
Mathematics, 10.07.2019 20:30
Geography, 10.07.2019 20:30
Social Studies, 10.07.2019 20:30