Answer:
a) $1,153.72
b) $93.72
c) $424
Explanation:
Given:
Original bond was issued at 12%
YTM = 10%
Years left, N = 15 years.
a) The current price of bond:
Using Excel function, we have:
=PV(10%/2,2*15,-12%*1000/2,-1000)
= $1153.72
The current price of bond is $1,153.72
b) Dollar profit based on bond's current price will be calculated as:
Bond's current price - purchase price
= $1,153.72 - $1,060
= $93.72
Dollar profit = $93.72
c) The purchase price of $1,060 Ms. Bright paid in cash will be:
$1,060 * 40%
= $424
Answer:
National car rental provides a better overall service when compared to Enterprise car rental. National rental offers a more customer-focused service with better-quality cars in more convenient locations.
Explanation:
Answer:
Fairness of Equal Outcomes: Split his wealth evenly between Terry and Tonya, Leave his money to charity instead.
Fairness of Equal Opportunity: Leave Terry his entire wealth to offset the gap between him and his sister.
Fairness of Process: Tell his kids he will leave the money to whoever does the most to take care of him in his old age.
Fairness of what is deserved or earned: Leave his money to the child whom he thinks deserves the most money.
Answer:
0.1 yen per dollar? if i got it wrong sorry
Explanation:
Since 10 divided by 1000 would be 0.1 yen wait is it the other way around?
The dilemma is to decide whether to ignore mother's orders or comply with them in this situation.
<h3>What is Opportunity Cost?</h3>
Opportunity Cost refers to the losses incurred on leaving the other possible alternatives in the decision making and choosing the one. It is the value of the best alternative choose in the process of the decision making.
In the Above situation,the individual would enjoy with friends if he goes to watch the movie However it can lead to trouble with his mother.
However, if individual does cleaning of the lawn; the price would be the fun you would have to forgo.
The best course of action would be to obey your mother because the consequences of doing otherwise are much worse.
Learn more about Opportunity Cost here:
brainly.com/question/12121515
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