Forward rate for n years m years from now=((1+n+m year rate)^(n+m)/(1+m year rate)^m)^(1/n)-1
1.
Option B
=(1.0615^5/1.0634^2)^(1/3)-1=6.02%
2.
Option C
=(1.0485*1.052*1.0456)^(1/3)-1=4.87%
3.
Option A
=(1.0456^7/1.0513^3)^(1/4)-1=4.13%
please show all work The 2-year spot interest rate is 6.34% and the 5-year spot interest...
1) The 9-year spot interest rate is 5.44%, the 3-year spot rate is 3.61%. What is the forward rate you can find using the pure expectations theory? Round to the nearest 0.01%. E.g., if your answer is 5.78%, enter it as 5.78. 2) The 8-year spot interest rate (the longer of the spot rates, or the n-year rate) is 5.35% and the 3-year (k-year) forward rate expected (n - k) years from now has been estimated to be 6.98%. What...
2. You want to know what 2-year spot rates will be one year from now. According to the pure expecta- tions theory, this unknown forward rate of interest is implied by current spot rates. The simplest method of calculating this forward rate is to use today's 1-year and 3-year spot rates; i.e., the spot rates that take you out to the start of, and to the end of the forward period of time you are interested in. Thus: (1 +...
(1.) Consider the following annualized spot yields: Maturity Annualized Spot Rate One Year 5.00% Two Years 5.50% Three Years 6.00% Four Years 6.00% Five Years ? (a.) Assuming the expectations theory of the term structure is correct, calculate the expected one-year interest rate one year from now (i.e. 1f2). (b.) Assuming the expectations theory of the term structure is correct, calculate the expected one-year interest rate three years from now (i.e. 3f4). (c.) Suppose a forecasting service predicts that th...
The 1-year spot rate on Treasuries is 4%. The 2-year spot rate is 10%. What is the implied forward rate between years 1 and 2?
If the 5-year spot interest rate is 20% and the 4-year spot interest rate is 16%. what is the 1-year forward rate between times 4 and 5?
Question 32 1 pts The one year spot interest rate is 1.75% and the one year forward rate next year is 2.50%. According to the expectations theory. what is the current two-year rate? 3.20% 2.12% 1.98% 1.77%
The interest rate on a 1-year T-bond is 4.00% and that on a 2-year T-bond is 5.90%. Assuming the pure expectations theory is correct, what is the market's forecast for 1-year rates 1 year from now? From the previous Q, the interest rate on a 1-year T-bond is 4.00%, on a 2-year T-bond is 5.90%, and on a one year bond one year from now is 7.834%. What would you do if the 2 year T-bond was at 5.7% not...
You are given the following benchmark spot rates: Maturity Spot Rate 1 2.90% 2 3.20% 3 3.60% 4 4.20% a) Compute the forward rate between years 1 and 2. b) Compute the forward rate between years 1 and 3. c) What is the zero price today of a five-year zero-coupon bond if the forward price for a one-year zero-coupon bond beginning in four years is known to be 0.9461 d) Calculate the price of a 4% annual coupon corporate bond...
all but skip probelm 3 please :) 1) Consider bank A that offers an interest rate of 8% for one year and bank B that offers a rate of 7% for three years. Assume all rates are continuous compounding, a) Based on this information, what should the two-year forward interest rate one-year from now be to avoid arbitrage? b) Suppose another Bank C offers you 7.5% on r(1,3), the two-year rate, one year forward. What strategy would you employ to...
KBL Inc. with $20m funds available is seeking covered interest arbitrage (CIA) in Denmark Spot Rate = 6.15 (Kr/$) 3-month forward rate = 6.20 (Kr/S) 3-Month interest rate in US = 2.75% 3-month interest rate in Denmark = 3.25% The CIA profit potential is: Select one: a. -3.23% b. 0.81% c. -2.73% d. None of the Above e. 0.50%