Answer:
A university's decision to add a new residence hall. A trucking firm's decision to move to a smaller facility.
Explanation:
Short run decision affects variable factor only. Adding a new facility is a long run decision. Hence a firm's decision to decrease the amount of electricity used in day-to-day operations by encouraging employees to adopt conservation strategies is a short run decision.
Hence, the correct answer would be:
A university's decision to add a new residence hall. A trucking firm's decision to move to a smaller facility.
Answer:
d. management
Explanation:
Based on the job tasks described within the question it seems that you were recently hired as a management accountant. This role focuses on (like mentioned in the question) preparing reports and analyzing as much financial information as possible in order to best inform yourself, so that you can help you make the best and most strategic decisions for the organization. Which seems to by why RLM Inc. has hired you.
I hope this answered your question. If you have any more questions feel free to ask away at Brainly.
Answer:
C. 11.05%
Explanation:
The computation of the cost of capital under the proposed leveraging is shown below;
cost of capital is
=Debt÷ value of leverged firm × ((unlevered cost of capital × (1 - tax rate))
=800 ÷ 1600 × ((13% + (13%) × (1 - 30%)))
= 11.0500%
hence, the cost of capital is 11.05%
Answer:
b. 5.27%
Explanation:
First, find the PV of the bond today. With a financial calculator, input the following and adjust the variables to semi-annual basis;
Face value; FV = 1000
Maturity of bond; N = 15*2 = 30
Semiannual coupon payment = (8.75%/2)*1000 = 43.75
Semi annual interest rate; I/Y = 3.25%
then compute Price; CPT PV= 1,213.547
Next, with the PV , compute the yield to call (I/Y) given 6 years;
Maturity of bond; N = 6*2 = 12
Semiannual coupon payment = (8.75%/2)*1000 = 43.75
Price; PV= -1,213.547
Face value; FV = 1,050
then compute Semiannual interest rate; CPT I/Y = 2.636%
Convert the semiannual rate to annual yield to call = 2.636*2 = 5.27%
Answer:
The final payment would be of amount $9000
Explanation:
The keywords of the question state that the bank needs an equal amount of money by both of the payment procedures. Hence, no matter which payment method I choose on the outstanding loan, the bank would need a sum of 3x3000 = $9000
