Maturity Days to Maturity BID ASKED CHANGE ASKED YIELD 26 Sep 19 23 1.940 1.930 0.002 1.968 12 Dec 19 100 1.878 1.868 -0.018 1.908 How can we calculate Change numbers. Why one is negative while the other is positive
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| Maturity | Days to Maturity | BID | ASKED | CHANGE |
ASKED YIELD |
| 26 Sep 19 | 23 | 1.940 | 1.930 | 0.002 | 1.968 |
| 12 Dec 19 | 100 | 1.878 | 1.868 | -0.018 | 1.908 |
How can we calculate Change numbers. Why one is negative while the other is positive
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- Q9 to Q10 below is based on the following information.Current Stock Price (S0) 80Strike/Exercise Price (K) 75Time to Maturity (T) of 1 year 1Risk-free Rate (r) 0.04Volatility 40%N(d1) 0.6777N(d2) 0.5245N(d1) 0.3223N(d2) 0.4755 Q9. Based on the above information and the Black-Scholes-Merton model, which of thefollowing is the correct Delta () of the European Put option?(A) 0.6777 (positive)(B) 0.5245 (positive)(C) -0.6777 (negative)(D) -0.3223 (negative)Answer: _______________ Q10. Based on the above information and the Black-Scholes-Merton model, which ofthe following is closest to the correct no-arbitrage Put Option price?(A) 8.4852(B) 16.4259(C) 11.3392(D) -16.4259Answer: _______________Given a yield to maturity of 0.00045629%. Assume the yield to maturity immediately increases 1%. Calculate the new price of the Treasury Bill. Show Work Please.Show the monthly return of the company and S&P 500 in the same graph. What is your interruption interpretation of the change of return of the company comparing with the market index? Calculate the monthly standard deviation and return for both the company and S&P 500. What is your interruption of the risk and return of the company comparing with the market index? S&P 500 last 6 months : Date Open High Low Close* Adj. close** Volume 01 Apr 2022 4,540.32 4,593.45 4,381.34 4,392.59 4,392.59 37,024,560,000 01 Mar 2022 4,363.14 4,637.30 4,157.87 4,530.41 4,530.41 100,978,320,000 01 Feb 2022 4,519.57 4,595.31 4,114.65 4,373.94 4,373.94 73,167,790,000 01 Jan 2022 4,778.14 4,818.62 4,222.62 4,515.55 4,515.55 73,279,440,000 01 Dec 2021 4,602.82 4,808.93 4,495.12 4,766.18 4,766.18 68,699,830,000…
- Stock A is expected to return 14 percent in a normal economy and lose 21 percent in a recession. Stock B is expected to return 11 percent in a normal economy and 5 percent in a recession. The probability of the economy being normal is 75 percent with a 25 percent probability of a recession. What is the covariance of these two securities? A) .007006 B) .005180 C) .006274 D) .003938 (Don't Hand writing in solution) .8. On January 28, 2011 a T-bill was issued with a face value of $170000 and a maturity date of July 22, 2011. If it was purchased for $164862.17 on the date it was issued, what yield is the investor realizing?d4) Assume that the MLIK100 Index at close of trading yesterday was 4,000 and the daily volatility of the index was estimated as 0.8% per day at that time. The parameters in a GJR GARCH model are ω = 0.000005, α = 0.08, = 0.04 and β = 0.92. Where is the asymmetry parameter. If the MLIK100 moves by 50 points by close of trading today, what will the new volatility estimate be, per day, if the move is an increase or a decrease?
- If D1 = $1.15, g (which is constant) = 5.24%, and P0 = $56.45, what is the stock's expected capital gains yield for the coming year? Please work out the problem, do not use excel.YearRisk-free ReturnMarket ReturnWyatt Oil ReturnBeta20071.9%6.0%5.5%0.83320082.1%-38.5%-32.6%0.85320091.7%22.5%19.6%0.865 Using the average historical excess returns for both Wyatt Oil and the Market portfolio, your estimate of Wyatt Oil's beta is closest to (%) (2 decimal places):For my previous question: Yield to Maturity for 2 years Maturity and price is $92.45. Formula is PV = Face Value/(1 + YTM)^time. 92.45 = 100/(1 + YTM)^2. Your answer said 1.0817 = (1 + YTM)^2 is 1.04003 = 1 + YTM. What did you do to get 1.04003?
- If D0 = $2.25, g (which is constant) = 3.6%, and P0 = $50.00, then what is the stock's expected total return for the coming year? A 8.10% - This is incorrect B 4.83% C 4.66% - This is incorrect D 4.50% - This is incorrect E 8.26%Answer the multiple-choice question below: 1. A stock price P0=$23, and is expected to pay D1 = $1.242 one year from now and to grow at a constant rate of g=8% in the future. Suppose this analysis was conducted in January 1, 2002, what is the expected price at the end of 2002 and what is the Capital gains yield? Select one: a. P 12/31/02 = $34.24; Capital gains Yield 2002 = $4.50% b. P 12/31/02 = $24.84; Capital gains Yield 2002 = $8.4% c. P 12/31/02 = $21.40; Capital gains Yield 2002 = $18.4% d. P 12/31/02 = $24.84; Capital gains Yield 2002 = $8.0%You are given the following information: State of Economy Probability ofState of Economy Rate of ReturnIf State Occurs Depression .07 −.097 Recession .17 .067 Normal .42 .138 Boom .34 .219 Calculate the expected return. (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.) Expected return % Calculate the standard deviation. (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.) Standard deviation %