Answer:
The answer is $0.12 gain
Explanation:
We will be obtaining the no-arbitrage premium of the corresponding put as dictated by put-call parity, as follows: V P (0, K = 70, T = 0.5) = V C (K = 70, T = 0.5) + e rt K S(0) + P V 0,T (Dividends)
= 6.50 + exponential (0.03 70 74.20) + e (0.06 0.25 1.10) + e (0.06 0.5 1.10)
= 67.70 + 0.97 70 + 0.98 1.10 + 0.97 1.10
= 67.70 + 68.97 + 1.08 = 2.38.
Since we have decided to short the call at a premium higher by $0.12, the answer is $0.12 gain.
Thank you.
Answer:
The correct answer is letter "A": innovative.
Explanation:
Innovative changes allow companies to use new strategies and technologies to improve the efficiency of their operations. Sometimes those changes are processes or technological devices created by the company itself while in other cases they are adopted from other entities with similar approaches and accomplish almost the same goal.
Answer:
5.01%
Explanation:
The bond nominal yield to call is 5.01%
Answer: the bank promises to pay on the importer’s behalf
Explanation:
Answer:
the share should sell at $46
Explanation:
We use the CAPM method to know the required return of the capital
risk free 0.04
market rate 0.1
beta(non diversifiable risk) 2
Ke 0.16000 = 16%
Now we calculate with the dividends grow model the intrinsic value of the share:


$4.6/0.1 = $46