Answer:
Pharaoh will have to pay $1,084.47 for every outstanding bond that it retires.
Explanation:
if the market rate is 9.5%, then the price of outstanding bonds is:
PV of face value = $1,000 / (1 + 4.75%)¹⁴ = $522.21
PV of coupon payments = $55 x 10.22283 (PV annuity factor, 4.5%, 14 periods) = $562.26
market price = $1,084.47
Answer:
The correct answer is letter "A": industry-wide differentiation strategy.
Explanation:
An industry-wide differentiation strategy aims to broaden the scope of a business that is specially dedicated to the retail of products of a certain industry. The company keeps focusing on the same industry but supplying more related products consumers their typical consumers are likely to purchase. Part of the strategy implies reaching new markets, thus, investment in new locations might be necessary.
Answer:
The cash flow mark to market proceeds = $754.45
Explanation:
The current index value after 12 months = current stock index * (1 + risk free - dividend yield)^12
= 1800 * (1 + 0.50% - 0.20%)^12
The current index value after 12 months = 1865.88
The future index value after 12 months = future stock index * (1 + risk free - dividend yield)^12
= 1820 * (1 + 0.50% - 0.20%)^11
The future index value after 12 months= 1880.97
The cash flow mark to market proceeds = (future index future value - current index future value) * multiplier
= (1880.97 - 1865.88) * 50
The cash flow mark to market proceeds = $754.45
Answer:
The price of 3 months call option on stock is 8.03.
Explanation:
Acording to the details we have the following:
P = Price of 3-months put option is $6
So = Current price is $95
X = Exrecise price is $95
r = Risk free interest rate is 9%
T = Time is 3 months=1/4
C=Price of call option?
Hence, to calculate what must be the price of a 3-month call option on C.A.L.L. stock at an exercise price of $95 if it is at the money, we have to use the formula from put-call parity.
C=P+So-<u> X </u>
(1+r)∧T
C=$6+$95- ( <u>$95 )</u>
(1+0.09)∧1/4
C=$6+$95-$92.97
C=8.03
The price of 3 months call option on stock is 8.03
Answer:
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Explanation:
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