An insurance company is offering a new policy to its customers. Typically the policy is bought by a parent or grandparent for a child at the child's birth. The details of the policy are as follows: The purchaser (say, the parent) makes the following six payments to the insurance company: First birthday $ 800 Second birthday $ 800 Third birthday $ 900 Fourth birthday $ 900 Fifth birthday $ 1000 Sixth birthday $ 1000 After the child's sixth birthday, no more payments are made. When the child reaches age 65, he or she receives $350,000. If the relevant interest rate is 10 percent for the first six years and 7 percent for all subsequent years, is the policy worth buying?

An insurance company is offering a new policy to its customers. Typically, the policy is bought by a parent or grandparent for a child at the child’s birth. The purchaser (say, the parent) makes the following six payments to the insurance company:    First birthday: $ 820 Second birthday: $ 820 Third birthday: $ 920 Fourth birthday: $ 850 Fifth birthday: $ 1,020 Sixth birthday: $ 950   After the child’s sixth birthday, no more payments are made. When the child reaches age 65, he or she receives $320,000. The relevant interest rate is 10 percent for the first six years and 7 percent for all subsequent years. Find the future value of the payments at the child's 65th birthday.

An insurance company is offering a new policy to its customers. Typically, the policy is bought by a parent or grandparent for a child at the child's birth. The purchaser (say, the parent) makes the following six payments to the insurance company: First birthday: $950 Second birthday. $950 Third birthday: $1,050 Fourth birthday: $850 Fifth birthday: $1,150 Sixth birthday: $950 After the child's sixth birthday, no more payments are made. When the child reaches age 65, he or she receives $450,000. The relevant interest rate is 15 percent for the first six years and 7 percent for all subsequent years. Find the future value of the payments at the child's 65th birthday. (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)

An Insurance company is offering a new policy to its customers. Typically, the policy is bought by a parent or grandparent for a child at the child's birth. The purchaser (say, the parent) makes the following six payments to the insurance company First birthday: Second birthday Third birthday: Fourth birthday Fifth birthday: Sixth birthday. $ 800 $800 $ 900 $ 900 Future value $1,000 $ 1,000 After the child's sixth birthday, no more payments are made. When the child reaches age 65, he or she receives $350,000. The relevant interest rate is 10 percent for the first six years and 7 percent for all subsequent years. Calculate the future value of the payments at the child's 65th birthday. (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)

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3 An insurance company is offering a new policy to its customers. Typically, the policy is bought by a parent or grandparent for a child at the child's birth. The details of the policy are as follows: The purchaser (say, the parent) makes the following six payments to the insurance company: eBook First birthday: Second birthday: Third birthday: $ 860 $ 860 $ 960 $ 960 Fourth birthday: Fifth birthday: Sixth birthday: After the child's sixth birthday, no more payments are made. When the child reaches age 65, he or she receives $120,000. If the relevant interest rate is 9 percent for the first six years and 5 percent for all subsequent years, what is the value of the policy at the child's 65th birthday? Note: Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16. Child's 65th birthday $ 1,060 $ 1,060

Please do the following question with full working

Insurance underwriting relies heavily on statistics to determine the amount of insurance premium to charge. The probability that a 25-year-old female will live another year is 0.99786 based on data from the national registry agency. Calculate the insurance premium an insurance company would charge to break even on a 1 year $0.5million term-life insurance policy?

Assume that you have calculated: (a) premiums for life insurance policies and (b) payments to annuitants based upon an assumption that everybody dies before attaining age 101. Now you discover that a significant number of your policy owners are likely to live beyond age 101 and some will live to age 121.  How will that affect your business?

A patient's insurance policy states: Annual deductible: $300.00  Coinsurance: 70-30 This year the patient has made payments totaling $533 to all providers.  Today the patient has an office visit (fee: $80).  The patient presents a credit card for payment of today's bit.  What is the amount that the patient should pay?