Generally the preferred method of making decisions within an organization is the rational model. This model is the preferred method for making decisions but generally it is pretty unrealistic for a company to obtain and adapt into their organization. This model tries to combine rational with structured deicsion aking for the best possible outcome.
Answer:
$19,708,745
Explanation:
We first have to calculate the present value of the bonds:
Nper = 20 (10 years x 2 payments per year)
R = 11% / 2 = 5.5%
Payment = 83 / 2 = 41.50
Future value = 1,000
PV = ?
To calculate the present value we can use an excel spreadsheet and the present value function =PV(5.5%,20,41.5,1000) = $838.67
Now we calculate how many bonds were issued = $23,500,000 / $1,000 = 23,500 bonds.
To determine the market value of the debt outstanding we multiply the present value of the bonds times the total number of bonds outstanding
= $838.67 x 23,500 = $19,708,745
Answer:
A, Offer a guarantee for the customer's complete satisfaction.
Explanation:
SInce services are inseperable beacuse there cannot be trials unlike in some goods, the only way to keep a customer's mind at rest over the service he or she is getting to give a guarantee as to the quality of the service such that the customer is satisfied and can purchase the service.
For example, giving a customer a time frame for the durability of a service and also a consideration for re-service before the set or supposed time is a way of giving customer guarantee about a service he or she is purchasing
.
Cheers.
Answer:
The correct answer is e. -$4,940.
Explanation:
This problem requires us to calculate the amount of the cash flow to creditors. The cash flow to creditor means all payment made to creditors in form of interest payment or principal payment. The amount borrowed is deducted from it. The detail calculation is given below.
Interest = Earning before interest and taxes - Net income - Taxes
Interest = 27,130 - 16,220 - 5,450
Interest = $ 5,460
Cash flow to creditors = 31,600 + 5,460 - 42,000 = -$ 4,940