In: Finance
Which of the following statements is/are true?
Multiple Choice
A. A portfolio comprised soley of U.S. Treasury bills will have a beta of 1.
B. A portfolio that has just as much risk as the overall market will have a beta of 0.
Both A and B are true
Neither A or B are true.
Under which of the following circumstances will the value of a stock go up?
Multiple Choice
Increase in the market rate of return
Decrease in the expected dividend for next year
Decrease in the dividend growth rate
Increase in the required return
Increase in the capital gains yield
Which one of the following statements is/are true?
Multiple Choice
A. If the expectation for inflation is that it will steadily increase, the term structure of interest rates will be upward sloping.
B. If a small rural city issues municipal bonds and there is no active secondary market to sell the bonds, investors will require a higher liquidity premium compared to a bond with a very active secondary market.
Both A and B are true.
Neither A nor B are true.
Gibralter, Inc. issued one year ago annual coupon paying bonds that orignially had 13 years to maturity. These bonds have a face value of $1,000 and a current market value of $1,030. At this market value, the bonds have a yield-to-maturity of 4.14% What is the coupon rate for these bonds? |
1) Neither A or B are true
Option A is false as US treasury bills have 0 beta
Option B is false as over market have beta of 1 , hence portfolio
will also have beta of 1
2) Increase in the capital gains yield
Option A is false as increase in market rate of return will lead to
increase in required returnnd thus will lead to decrease in price
of share
Option B is false as Decrease in expected dividend leads to
decrease in share price
Option C is false as Decrease in the dividend growth rate leads to
decrease in share price
OPtion D is false as Increase in the required return leads to
decrease in share price
3) Both A and B are true.
Inflation leads to increase in interest rate
Yes if bonds have illiquid market investor will require high
liquidity premium to compensate that risk
4) Here n = no of year till maturity = 12 years
Face value = $1000
Current market value = $1030
YTM = 4.14%
YTM = Interest + (Face value - current market price)/n / (Face value + current market price)/2
4.14% = Interest + (1000-1030)/12 / (1000+1030)/2
4.14% = Interest + (-30/12) / 2030/2
4.14% = Interest -2.5 / 1015
42.021 = Interest -2.5
Interest = 44.52 $
Thus coupon rate = Interest/Face value of bond
= 44.52/1000
=0.04452
i.e 4.45%