The following table shows the average life expectancies in several countries. Assume that all premiums you calculate are based on end-of-month deposits in a fund yielding 5.8% annual interest compounded monthly to be paid out when a person reaches the life expectancy. Country Japan Canada U.K. U.S. Mexico China India Life Expectancy: Male S Life Expectancy: Female 80 87 80 84 79 76 83 81 73 79 74 77 64 68 Calculate the life insurance monthly premium that a 50-year-old female in Japan would pay for a $1,000,000 policy. (Round your answer to the nearest cent.)

The following table shows the average life expectancies in several countries. Assume that all premiums you calculate are based on end-of-month deposits in a fund yielding 5.8% annual interest compounded monthly to be paid out when a person reaches the life expectancy. Country Japan Canada U.K. U.S. Mexico China India Life Expectancy: Male S Life Expectancy: Female 80 87 80 84 79 76 83 81 73 79 74 77 64 68 Calculate the life insurance monthly premium that a 50-year-old female in Japan would pay for a $1,000,000 policy. (Round your answer to the nearest cent.)

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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At your favorite annuity store. Annuities-R-Us, you see a security that offers 46 equal payments, with the first payment of $600 occurring today, and all other payments of $600 paid in succeeding 7-month intervals: payments will therefore be at months 0, 7, 14, 21 ... 294, 301, 308, and 315. You determine that the correct discount/compounding rate is a nominal annual rate of 5.0 percent, with monthly compounding. Given this information, determine the value of this annuity at Month 315. O $57,184 O $74.982 O $48,877 $67,259 O $39.014
I need the answer as soon as possible
Savings Plans, Part 1: Frequency of Deposits for Annuities For this problem, you will be looking at the difference that the frequency of deposits and compounding makes on annuities. For all answers given as values of money, round down to the cent. For answers in percents, round to the tenth of a percent. 1. Make a table that shows how much money each person has in their annuity after 1 year, 5 years, 10 years, and 25 years. Calculate how much money each person has invested after 25 years, and how much interest they have earned after 25 years. Then express the interest earned after 25 years as a percent of the amount invested. a. Avery invests $3120 per year in an annuity with a 3.9% APR, compounded annually. b. Britt invests $780 per quarter in an annuity with a 3.9% APR, compounded quarterly. c. Casey invests $260 per month in an annuity that earns 3.9% APR, compounded monthly. d. Devyn invests $60 per week in an annuity that earns 3.9% APR, compounded weekly. (Use 52 weeks…
By using formula please;;
For life insurance policies, some of the premium pays for the cost of the insurance, and the remainder goes toward the cash value of the policy and earns interest like a savings account. Consider the following insurance company options. Company 1: pays 4.2% compounded monthly on the cash value of their policies Company 2: pays 4.21% compounded semiannually on the cash value of their policies What is the APY offered by each company? (Round your answers to the nearest hundredth.) Company 1 % Company 2 %
An insurance company offers you an end-of-year annuity of $48,000 per year for the next 20 years. They claim your return on the annuity is 9 percent. What should you be willing to pay today for this annuity? a. $408,672 b. $438,192 c. $398,144 d. $429,600
1. Today, the maximum amount of money that Ramesh is willing to pay for a certain perpetuity is $2,000. Assuming the interest rate and the annual payments remain the same, what is the maximum amount of money that Ramesh should be willing to pay for the same perpetuity exactly two years from today? a. Any amount greater than $2000.00 but less than $2332.80, if the discount rate is more than 8% p.a. \ b. Any amount greater than $1714.68 but less than $2000.00 if the discount rate is less than 8% p.a. c. Any amount less than $1714.68 if the discount rate is less than 8% p.a. d. Any amount greater than $2332.80 if the interest rate is more than 8% p.a. e. None of the answers listed above is correct.
Provide manual solutions for below mentioned problems. A social worker deposits a uniform amount of P12,000 at the end of each year in order to get a lump sum of money by the time she will retire at the end of 20 years. If the compound amount factor for this annuity is equal to 36.78559. 1. Compute the nominal interest rate.2. Determine how much will she receive at the end of 20 years.3. Determine the worth of the sinking fund factor in this fund invested. Answer. 1. 6% 2. P441,427.08 3. 0.027184557
Considering the Annuity Formula: In Western countries a client who intend to buy a house apply for an annuity1 housing loan attheir bank. After the pay-out of the debt amount the client pays a constant (annual) amount(interest and repayment of debt) to the bank for e.g. 25 years. The client is owner of thehouse and owes money to the bank, after 25 years (s)he is free of debt and still owns thehouse. Islamic law generally prohibits a charge of interest so that Islamic banks offer the followingIslamic housing “loan contract” (called “Islamic loan”):1. The house is bought by the bank in t = 0 so that she is owner of the house.2. The client pays a periodic rent to the bank for a defined period of 25 years.3. After 25 years the bank donates the house to the client (“for free”) if the rent wasregularly paid (without any outstanding payments). Question 1: Please specify all possible parameters (i.e. variables) on an Islamic loan contract so thatan Islamic bank can calculate the conditions of…
Using the TVM calculator, compare the following if the investment pays 7%/a compound annually and payments are made until age 65. Calculate the future value of each investment and the total amount paid in. which would you choose? a) depositing $1500 every year starting at age 20. b) depositing $4500 every year starting at age 50.
Suppose you would like to invest your money for your future. You have three choices of funding agencies namely, FA 1, FA 2, and FA 3. Based on the given data below, compute for the future interest of each funding agency. What would you choose? Explain your answer. (Kindly explain your answer and put a step-by-step formula. I can't understand excel)
Consider that Adjovi Hevi placed GHS 12,525 in Mutual Fund for the next 15 years. She is to earn a quarterly interest rate of 11.25% per year. a. Compute her Future value using i. Simple interest rate ii. Compound interest rate iii. Explain the difference in your results

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