Calculate a security’s default risk premium where the equilibrium rate of return is 8 percent, the inflation risk premium is 1.25 percent, the real risk-free rate is 3.5 percent, the liquidity risk premium is 0.35 percent, and the maturity risk premium is 0.95 percent and there are no special covenants.
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Calculate a security’s default risk premium where the equilibrium
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- Calculate the default risk premium for a security with an equilibrium rate of return is 8 percent, the inflation risk premium of 1.25 percent, the real risk-free rate of 3.5 percent, liquidity risk premium of 0.35 percent and a maturity risk premium is 0.95 percent, with no special covenants.Calculate a security's default risk premium, given an equilibrium rate of return of 8 percent, an inflation risk premium of 3.35 percent, a real risk-free rate is 2.2 percent, a liquidity risk premium is 0.55 percent, and a maturity risk premium is 0.85 percent with no special covenants.Write a general expression for the yield on anydebt security (rd) and define these terms: real riskfree rate of interest (r*), inflation premium (IP),default risk premium (DRP), liquidity premium (LP),and maturity risk premium (MRP).
- The interest rate on debt, r, is equal to the real risk-free rate plus an inflation premium plus a default risk premium plus a liquidity premium plus a maturity risk premium. The interest rate on debt, r, is also equal to the -Select-purerealnominalCorrect 1 of Item 1 risk-free rate plus a default risk premium plus a liquidity premium plus a maturity risk premium.The real risk-free rate of interest may be thought of as the interest rate on -Select-long-termshort-termintermediate-termCorrect 2 of Item 1 U.S. Treasury securities in an inflation-free world. A Treasury Inflation Protected Security (TIPS) is free of most risks, and its value increases with inflation. Short-term TIPS are free of default, maturity, and liquidity risks and of risk due to changes in the general level of interest rates. However, they are not free of changes in the real rate. Our definition of the risk-free rate assumes that, despite the recent downgrade, Treasury securities have no meaningful default risk.The…Default risk refers to the value a bond investor will lose if the issuer defaults. It as a percentage is equal to one minus the recovery rate. Select one: True FalseThe following data are gathered for: · The real risk-free rate is 1.25% · Inflation premium is constant at 2.50% · Default risk premium is 5% · Liquidity risk premium is 0.50% What is the quoted rate on a short-term government security? (Format: X.XX%)
- Some characteristics of the determinants of nominal interest rates are listed as follows. Identify the components (determinants) and the symbols associated with each characteristic: Characteristic Component Symbol This is the premium added to the real risk-free rate to compensate for a decrease in purchasing power over time. It is based on the bond’s rating; the higher the rating, the lower the premium added, thus lowering the interest rate. It is calculated by adding the inflation premium to r*. It changes over time, depending on the expected rate of return on productive assets exchanged among market participants and people’s time preferences for consumption. As interest rates rise, bond prices fall, and as interest rates fall, bond prices rise. Because interest rate changes are uncertain, this premium is added as a compensation for this uncertainty. This premium is added when a security lacks marketability,…Assume a security follows a geometric Brownian motion with volatility parameter = 0.2. Assume the initial price of the security is 21 and the interest rate is 0. It is known that the price of a down-and-in barrier option and a down-and-out barrier option with strike price 19 and expiration 30 days have equal risk-neutral prices. Compute this common risk-neutral price.The price of a certain security follows a geometric Brownian motion with drift parameter mu=.05 and volatility parameter sigma =.3. The present price of the security is 95. (a) If the interest rate is 4%, find the no-arbitrage cost of a call option that expires in three months and has exercise price 100. (b) What is the probability that the call option in part (a) is worthless at the time of expiration?
- assume that the market consists of two securities. Security A has a market value of $1 billion and a covariance with the market portfolio of 0.15. Security B has a market value of $3 billion and a covariance with the market portfolio of 0.08. What is the standard deviation of the market portfolio?Check all that are true with respect to the yield to maturity (YTM) and the expected return for a bond. Group of answer choices The expected return is based on the contractly obligated payments whereas the YTM is based on what the investors expect to receive The YTM is based on the promised payments whereas the expected return is based on the expected cash flows Higher YTMs always mean higher expected returns In the presence of non-zero default risk, the YTM will be higher than the expected return YTM is just another name for the expected returnWhich is generally considered the more appropriate estimate ofthe risk-free rate: the yield on a short-term T-bill or the yield on a10-year T-bond?
