Consider the following term structure of interest rates: Maturity Interest Rate 1-year 4.6% 2-year 5.3% 3-year 6.9% Compute the implied one-year forward rate at the beginning of year 3.
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Consider the following term structure of interest rates: Maturity Interest Rate 1-year 4.6% 2-year 5.3% 3-year 6.9% Compute the implied one-year forward rate at the beginning of year 3.
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- An interest rate obtained by dividing the nominal rate per year by the number of compounding periods in that year isa. A nominal interest rateb. An effective interest ratec. An effective interest rate only if the compounding period is monthlyd. Either (b) or (c)Determine the effective rate of interest of the following nominal rates. a. nominal rates (Compounded annually) b. nominal rates (Compounded quarterly) c. nominal rates (Compounded continuously) nominal rate = 0.14For compounding more frequently than annual, the effective interest rate Select one: a. is higher than the nominal rate b. is lower than the nominal rate c. depends on the amount borrowed 18 d. equal to the nominal rate
- For the following investment, find the total number of compounding periods and the interest rate per period. Do not enter the percent symbol in your answer. Term of Nominal Interest Compounding Rate per Investment (Annual) Rate (%) Compounded Periods Period (%) 11 years 24 monthly %For compounding more frequently than annual, the effective interest rate Select one: a. equal to the nominal rate b. depends on the amount borrowed c. is lower than the nominal rate d. is higher than the nominal rateAssume an effective compound interest rate i= 3% per annum. Compute the following equivalent rates. In each case, enter your answer as a percentage. a) The nominal interest rate payable semi-annually Number % Enter an answer correct to 4 decimal places. b) The effective interest rate payable quarterly Number Enter an answer correct to 2 decimal places. c) The effective rate of discount per annum Number Enter an answer correct to 2 decimal places. d) The nominal rate of discount payable monthly Number % Enter an answer correct to 4 decimal places.
- Assume an effective compound interest rate i = 10% per annum. Compute the following equivalent rates. In each case, enter your answer as a percentage. a) The nominal interest rate payable semi-annually % Enter an answer correct to 4 decimal places. b) The effective interest rate payable quarterly % Enter an answer correct to 2 decimal places. c) The effective rate of discount per annum % Enter an answer correct to 2 decimal places. d) The nominal rate of discount payable monthly % Enter an answer correct to 4 decimal places.1.Find the total number of compounding periods and the interest rate per period for the investment. Term ofInvestment Nominal(Annual) Rate (%) InterestCompounded CompoundingPeriods Rate perPeriod (%) 9 years 4 quarterly %For the following investment, find the total number of compounding periods and the interest rate per period. Do not enter the percent symbol in your answer. Round percentage answer to two decimal places. Term of Nominal Interest Compounding Rate per Investment (Annual) Rate (%) Compounded Periods Period (%) 8 years quarterly %
- Find the equivalent interest rates to the given nominal interest rates. a. Nominal interest rate compounded quarterly that is equivalent to an effective interest rate of 8% . 144.20% 1.94% 36.05% 7.77% b. Nominal interest rate compounded monthly that is equivalent to 3.5% compounded quarterly. 31.78% 2.65% 3.49% 0.29% c. Nominal interest rate compounded monthly that is equivalent to 6% compounded annually. 5.84% 1,214.64% 0.49% 101.22%The (blank) interest rate is referred to as APR and the (blank) interest rate is the true rate considering compounding periods per yearFor each of the following cases, indicate (a) to what rate columns, and (b) to what number of periods you would refer in looking up the interest factor. 1. In a future value of 1 table: Annual Rate Number of Years Invested Compounded (a) Rate of Interest a. 9% 12 Annually b. 8% 7 Quarterly C. 12% 16 Semiannually % % % (b) Number of Periods 2. In a present value of an annuity of 1 table: (Round "Rate of Interest" answers to 1 decimal place, e.g. 4.5% and other answers to O decimal places, e.g 45.) Annual Number of Years Rate Invested Number of Rents Involved Frequency of Rents (a) Rate of Interest (b) Number of Periods a. 10% 28 28 Annually b. 10% 15 30 Semiannually % % 8% 7 28 Quarterly %
