4. Assume that a fund will grow at a nominal annual discount rate of 2.5 %convertible...
Jeff puts $100 into a fund that pays an effective annual rate of discount of 20% for the first two years and the force of interest δt = (2t)/(t^2+8), 2 ≤ t ≤ 4 for the next two years. At the end of four years, the amount in Jeff’s account is the same as what it would have been if he put $100 into an account paying interest at the nominal rate of i per annum compounded quarterly for four...
1) Investment X for 100,000 is invested at a nominal rate of interest, j, convertible semi-annually. After four years, it accumulates to 214,358.88. Investment Y for 100,000 is invested at a nominal rate of discount, k, convertible quarterly. After two years, it accumulates to 232,305.73. Investment Z for 100,000 is invested at an annual effective rate of interest equal to j in year one and an annual effective rate of discount equal to k in year two. Calculate the value...
If the nominal annual rate of interest convertible monthly is 2% find the corresponding equivalent nominal annual rate of discount convertible semiannually.
Find the nominal rate of discount, convertible monthly, that is equivalent to a nominal rate of interest of 6% , convertible quarterly.
Find the accumulated value of $4000 at the end of 5 years if the nominal rate of interest is 4% compounded quarterly for first 1.5 years, the effective (annual) rate of discount is 7% for the next 9 months, the nominal rate of discount is 6% compounded monthly for the next year, and the annual effective interest rate is 5% for the last 21 months. 1. Ir.c 1. A payment of SX three years from now along with a payment...
A company takes out a loan of 15,000,000 at an annual effective discount rate of 5.5%. You are given: (i) The loan is to be repaid with n annual payments of 1,200,000 plus a drop payment one year after the nth payment. (ii) The first payment is due three years after the loan is taken out. Calculate the amount of the drop payment. 5. On January 1, 2010 Susan took out a 30-year mortgage loan in the amount of 200,000...
At what nominal rate of interest, convertible monthly, is $10,000 the present value of $164.64 paid at the beginning of each month for 7 years? Round your answer to 3 decimal places.
Assume that nominal effective interest i(12) = .03. Find ? a) Annual effective interest rate i ? b) Monthly effective interest rate j ? c) Nominal interest rate i(52) compounded weekly. ? d) Nominal discount rate d(365) compounded daily.
2. What nominal annual interest rate compounded monthly is equivalent to an effective annual interest rate of 8% per year for the first 10 years followed by a nominal annual interest rate of 5% compounded daily for the second 10 years? Give your answer as a percent rounded to three decimal places. Answer:
Janet buys a $20,000 car. Prevailing market rates are nominal 8% annual, convertible monthly. The dealership offers her the choice of a rebate upon purchase of the car for cash, or alternatively, Janet can make no down payment and 60 monthly payments based on a nominal 2.5% annual interest, convertible monthly. The first payment would be due one month after the purchase of the car. The amount of the rebate is set so that the dealership is indifferent as to...