Given the following term structure of risk-free interest rates today, what would you expect the interest rate to be on a one year bond four years in the future? Enter your answer as a percent without the “%.” Round your final answer to two decimals. Maturity in Years Interest Rate 1 4.00% 2 4.50% 3 4.75% 4 5.00% 5 6.00%
interest rates are as follow:
1 year spot rate 1r1 = 4%
2 year spot rate 1r2 = 4.5%
3 year spot rate 1r3 = 4.75%
4 year spot rate 1r4 = 5%
5 year spot rate 1r5 = 6%
to calculate, one year rate four years from now E(4r1)
So, E(4r1) = ((1+1r5)^5)/((1+1r4)^4) - 1 = (1.06^5)/(1.05^4) - 1 = 10.10%
So, one year rate four years from now is 10.10%
Given the following term structure of risk-free interest rates today, what would you expect the interest...
According to the expectations hypothesis, What do you expect the interest rate on a two-year bond to be three years from now? The current interest rates for different maturities are as follows: Maturity Rate 1-year 3.00 2-year 3.50 3-year 3.75 4-year 4.00 5-year 4.00 Enter your answer as a percent without the % sign. Round your final answer to two decimals.
Suppose the term structure of interest rates has these spot interest rates: rı = 5.00%, r2 = 5.40%, r3 = 5.70%, r4 = 5.90% and r5 = 6.00%. a. What will be the 1-year spot interest rate in three years if the expectations theory of term structure is correct? (Do not round intermediate calculations. Enter your answer as a percent rounded to 1 decimal place.) 1-year spot in 3 years b. If investing in long-term bonds carries additional risks, then...
5-14 Today is January 1, 2014, and investors expect the annual risk-free interest rates in 2014 through 2016 to be: Year One-Year Rate (rgp) 2.2% 2014 2015 1.8 2016 2.9 What is the yield to maturity for Treasury bonds that mature at the end of (a) 2015 (a two-year bond) and (b) 2016 (a three-year bond)? Assume the bonds have no risks.
Interest Rate Term Structure: *The term structure for zero-coupon bonds is currently is currently: Maturity (years) YTM (%) 1 4.00% 2 5.00% 3 6.00% Under the Expectations Theory, what Forward Rate does the market expect to observe on 3-year zeros at the end of the year?
The term structure of interest rates is as follows: 1-year rate = 5.5% 2-year rate = 6.2 3-year rate = 6.8 What does the market expect the one-year rate to be two years from today? Write your answer out to four decimals
\ The term structure of risk free interest rates reflects the: interest rate risk inflation risk liquidity risk all of the above
If the expectations theory of the term structure of interest rates is correct, and if the other term structure theories are invalid, and we observe a downward sloping yield curve, which of the following is a true statement? and why? Investors expect short-term rates to be constant over time. Investors expect short-term rates to increase in the future. Investors expect short-term rates to decrease in the future. It is impossible to say unless we know whether investors require a positive...
6-3: The Determinants of Market Interest Rates Expected Interest Rate The real risk-free rate is 3.5%. Inflation is expected to be 296 this year and 4.75% during the next 2 years. Assume that the maturity risk premium is zero. a. What is the yield on 2-year Treasury securities? Round your answer to two decimal places. places
Determinant of Interest Rates The real risk-free rate of interest is 2%. Inflation is expected to be 1% this year and 4% during each of the next 2 years. Assume that the maturity risk premium is zero. What is the yield on 2-year Treasury securities? Round your answer to two decimal places. 4.50 % What is the yield on 3-year Treasury securities? Round your answer to two decimal places.
Suppose the risk-free interest rate is 4.8% a. Having 5600 today is equivalent to having what amount in one year? b. Having 5600 in one year is equivalent to having what amount today? c. Which would you prefer, $600 today or $600 in one year? Does your answer depend on when you need the money? Why or why not? a. Having 5600 today is equivalent to having what amount in one year? Having 5600 today is equivalent to having $...