Answer:
diagonal spread
Explanation:
Spread is basically a sale and purchase of a call. So here the the types of spreads determine the relationship between the strike price and the expiration dates of all options involved in the trade.
In this example investor has sold 1 ABC Jan 50 Call and has bought 1 ABC Apr 60 Call. This means he bought the option ABC with the longer expiration date and with a higher strike price and sold the option ABC with the near expiration date and the lower strike price. Here both the expiration and strike price are different. So this is an example of diagonal spread.
The option horizontal spread is incorrect because it is a spread that depicts the difference in expiration dates but strike price is the same. Here both the expiration and strike price are different.
The option straddle is incorrect because it is a spread in which both options have the same expiry date and same strike price. Here both the expiration and strike price are different.
The option dialogue spread is not a valid option too.
The option Combination is also suitable because this is an example of Combination and combinations include option spread trades such as vertical spreads, horizontal spreads, and diagonal spreads.
So the most suitable option is diagonal spread which is an example of Combination.
<span>Lorenzo would be required to pay all of his premiums regardless since he is self employed. Since he is self employed he should be able to deduct these premiums at the end of the year</span>
Answer:
Is irrelevant in decision making
Explanation:
Since the suck cost is the cost that no longer is recovered so it should not be a factor to consider when making a decision. For example, you have bought a cinema ticket for this evening, but it is heavily rainy so you may get sick if you go to the cinema. The fact that you have paid for this ticket should not consider whether to go or stay home since you can not get this amount of money no matter what happens.
Answer:
The final value is $106,607.35.
Explanation:
Giving the following information:
n= 10 years
i= 16%
Annual deposit= $5,000
To calculate the final value we need to use the following version of the final value formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {5,000*{(1.16^10)-1]}/0.16= $106,607.35
Answer:
you want me to do a whole project?!
Explanation:
