Answer:
The face value of each bond was $1,100
Explanation:
Hi, well, first we have to assume that all the future cash flows make sense to the owner of the bonds, that is, we are assuming that he paid the fair price for all the bonds and since they were 10, the price of each bond was $9,855.57/10= $985.56.
Now, we need to find the face value of the bond, taking into account that we planned to sell the bonds $50 less than its face value, therefore the equation that we need to solve for "X" (X being the face value of the bond) is:
Where:
Coupon = X * 8%
Yield = owner´s money yield
n = periods of payment
X = Face Value
So, it should look like this:
So, the face value of each bond was $1,100
Best of luck.
When using debt financing the company incurs a lega obligation to repay the amount Borrowed
I send you the link where I found it
I believe the answer you're looking for is $145. explanation is marginal cost equals change in total variable cost/change in quantity. So it would be $9.4 million - $6.5 million = $2.9 million/20,000. So $2,900,000÷20,000= $145
Answer:
1.- For sofa it can pay at most 60 dollars per hours
2.- 17.5 per hours
3.- It should. It will create additional gains.
Explanation:
- Recliner Sofa Love Seat
Sales 1,400 1,800 1,500
variable 800 1,200 1,000
Contribution 600 600 500
Labor Hours 8 10 8
Contribution \: per \: hour 75 60 62.5
1.- Contribution per hour 60 dollars for SOFA
it can pay up to this amount.
2.-
contribution per hour - labor cost per hour = net
62.5 - 45 = 17.5 Contribution Margin per hour
3.-
It should hire it. t is generating additional profit.
Total physical units to be accounted for are equal to "started (or transferred) into production plus the units in beginning work in process".
<u>Option: D</u>
<u>Explanation:</u>
The division of physics known as mechanics, that develops the fundamental physical units. The conceptual progression is from the definition of motion to the movement causes (forces and torques), and then to the action of forces and torques.
Using the similar units on both sides to an equation may not ensure the equation is right, but having separate units on both sides of an equation would surely confirm that it is incorrect. So, reconciling units in problem-resolving is a best practice as one test on the work's accuracy.