Jeff bought an annuity immediate for $45.24. This annuity immediate is designed such that payments start at $1, increasing by annual amounts of $1 to a final payment of $n and then decrease by annual amounts of $1 to a final payment of $1. Using an annual effective interest rate of 16%, calculate n.
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Jeff bought an
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- You are given the following about two annuities-immediate: Annuity A pays 300 at the end of each year for 18 years. d ofc Annuity B pays 399.865 at the end of each year for 9 years. At an annual effective rate of interest i, the PV of both annuities are equal. Calculate i. Ponible Answers 12% 11% C 10% D 13% 14%Marie bought a laboratory equipment with P25,000 down payment plus 18 moths monthly payment of P2,500 each. If interest was computed at 9% compounded monthly,how much was the cash value if the first installment payment was made at the end of 6 moths? What kind of annuity is described in the problem? A.Annuity Due B.Ordinary annuity C.deferred annuity D.General annuity What is the answer to the question of the problem? A.P24,494.40 B.P49,494.40 C.P82,179.92. D.P90,500Laurie bought a 5-year level annuity with payments made at the end of each year. The annuity has an annual yield rate of 7.0% and a modified convexity of 11.4080. Calculate the Macaulay convexity of the annuity. A 9.9 B 10.2 D 11.7 12.2 E 13.1
- You purchase a $10, 000 annuity with payments at the end of each year for 30 years and an effective interest rate i = .04. The annuity pays $500 at the end of each year and an additional $X at the beginning of years 6 through 12. Find X.Find the NPV and PI of an annuity that pays $500 per year for eight years and costs $2,500. Assume a discount rate of 6%. Show the calculations.Two annuities are available for purchase that your client has identified. The first annuity pays $7,000 each six-month period over a 5-years period, at a nominal rate of 9% p.a. The annuity has an annual fee of $300, paid at the beginning of each year. The second annuity pays $1,000 each month, again over 5 years at a nominal rate of 10% p.a. and does not have an annual fee. If each of the annuities cost $50,000, identify which of the annuities you would recommend to your client.
- Joe can purchase one of two annuities: Annuity 1: A 10-year decreasing annuity-immediate, with annual payments of 10, 9, 8, 1. Annuity 2: A perpetuity-immediate with annual payments. The perpetuity pays 1 in year 1, 2 in year 2, 3 in year 3., and 11 in year 11. After year 11, the payments remain constant at 11. At an annual effective interest rate of i, the present value of Annuity 2 is twice the present value of Annuity 1. Calculate the value of Annuity 1. A 8 с D 36.4 37.4 38.4 394Suppose you borrowed $400 from a friend and promised to repay the loan by making three annual payments at the end of each of the next three years plus a final payment of $200 at the end of year 4. The interest rate is 9%. What is the annuity amount?Leanne Simon made ordinary annuity payments of $100.00 per month for 15 years earning 4.5% compounded monthly. How much interest is included in the future value of the annuity? Include all the steps.
- You make deposits of $700 at the end of each month into an account earning i^(12) = .03 for three years. At the end of the three years, you take the accumulated value and purchase a 4 year annuity immediate at a rate of i^(12) = .06 that makes monthly payments of P. Find P.Find the future value of each annuity due. Then determine how much of this value is from contributions and how much is from interest. Payments of $220 were made at the beginning of each quarter for 15 years at 4.6% compounded quarterly. The future value of the annuity due is $19077.23. The amount from contributions is $_______ The amount from interest is $ ________ do not round until the final answer.Find the future value of an annuity due with an annual payment of $9,000 for two years at 7.5% annual interest using the simple interest formula. Find the total amount invested. Find the interest. What is the future value of the annuity? (Round to the nearest cent as needed.)