BCD Company offer its investors option contracts to buy their shares at a price of P50. Currently, the value of their stocks in the market stands at P60. The 52-week high of the share price is P83 and its 52-week low is P47. The treasury bill issued by the government yields 8.25% currently.
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What should be the reasonable price of the options contracts of the company?
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- Nanno Company offers its investors option contracts to buy their shares at a price of P50. Currently, the value of their stocks in the market stands at P60. The 52-week high of the share price is P83 and its 52-week low is P47. The treasury bill issued by the government yields 8.25% currently. REQUIRED: What’s the probability for the up move? What’s the probability for the down move? How much is the total option pay off for the stock? What should be the reasonable price of the option contracts of the company?A company's stock currently sells for $131.55. A one-year European put option on that stock with strike price of $140 sells for $22.1, and the risk free interest rate is 1.07%. The market expects the company to pay dividends during that period, and the market consensus is that present value of those dividends is $3.52. The price of a one-year European call option on that stock with strike price of $140 is $ (Note i: answer must be accurate to the nearest cent). (Note ii. Use annual compounding NOT exponential compounding for the purpose of this question).The company offered its investors option contracts to buy their shares at P72 with the current price of P90. They were only given 90 days to exercise their rights. 52 week-high for the stock is P95 while the 52-week low is P70. The T-bill rate is 7.32%. 1. What is the value of Nd1 and Nd2? (Use 4 decimal places) 2. What is the volatility rate? (Use percentage and at least, two decimal places) 3. What is the value of the call option and put options? (Use two decimal places)
- shares in Landau plc are traded on the stock market and are currently valued at eu 5 per share. the expected anually compunded annual risk-free rate of interest is 8%. Assuming that the share price of landau plc will either fall in value by 20% or rise in value by 50% each year, calculate the value, according to the binomial option pricing model, of a european call option which entitles its holder to buy one share in landau plc for eu 8 in the three year's timeStock of HLL is currently trading in the market at Rs.220. The price of the stock is expected to go up or down by 15% in the first half year and by 5% in the second half year. The return on the Government security being traded in the market for same maturity is 4% p.a. You are required to calculate the value of a one-year American put option on HLL’s stock with strike price of Rs.250A share is currently priced at £50. After one time period the share price will either increase to £70 or decrease to £40. Assume the interest rate is 4% per time period. Find the no- arbitrage price of a European derivative on the share which has payoff £93 if the share price goes up and £115 if the share price goes down. State your answer to the nearest pence.
- The company offered its investors option contracts to buy their shares at P72 with the current price of P90. They were only given 90 days to exercise their rights. 52 week-high for the stock is P95 while the 52-week low is P70. The T-bill rate is 7.32%. REQUIRED: Value of Nd1. (Use 4 decimal places) Value of Nd2. (Use 4 decimal places) Volatility rate. (Use percentage and at least, two decimal places) Value of the call option. (Use two decimal places) Value of the put options. (Use two decimal places)A $1000, 6.5% coupon, 20-year Government of Canada bond was issued on Jun 15, 2016. At what price did it trade on December 10, 2020, when the market's required return was 5.2% compounded semiannually? The textbooks answer is $1,168.86.A share is currently priced at £50. After one time period the share price will either increase to £70 or decrease to £40. Assume the interest rate is 4% per time period. Find the no-arbitrage price of a European derivative on the share which has payoff £93 if the share price goes up and £115 if the share price goes down. State your answer to the nearest pence. Do not enter the pound sign.
- Omega Corporation plans to issue $200 million of bonds, and wants these bonds to sell for their $ 1,000 par value. Omega also has existing bonds maturing on March 12, 2037, paying a 6.80% semi- annual coupon, and trading for $1,026.86 in the financial market. What should the coupon interest rate be on these new bonds to ensure Omega receives the $1,000 par value? Group of answer choices 6.93% 6.80% 3.25 % 6.49 % 3.47%Chamberlain Co. wants to issue new 14-year bonds for some much-needed expansion projects. The company currently has 8.6 percent coupon bonds on the market that sell for $1,032.95, make semiannual payments, and mature in 14 years. What coupon rate should the company set on its new bonds if it wants them to sell at par? Assume a par value of $1,000A European put on Microsoft shares with an exercise price of $50 and maturity of 3 months is trading at $10. The 3-month interest rate, not annualized, is 0.4%. What is the price of Microsoft stock that makes the put break-even?