Answer:
a. in our model of the loanable funds market, we define "loanable funds" as the flow of resources available to fund private investment.
Explanation:
Given that, government budget deficit is a term that describes a situation whereby the amount of government expenses is greater than the amount of government revenue over a given period of time. And at the same time, the loanable fund is the money available to find private investment
Hence, the right answer to the question is option a. in our model of the loanable funds market, we define "loanable funds" as the flow of resources available to fund private investment. Because, the insufficient revenue, will lead to little or no availability of resources to find private investment.
Answer:
B) Project B has below-average risk and an IRR = 8.5 percent.
Explanation:
Since the evaluation is based on IRR, use IRR rule that says you accept a project if its IRR > Cost of capital(WACC in this case)
Project A's IRR of 9% is < 10% WACC for average risk projects hence reject it.
Project B's IRR of 8.5% is > 8% WACC for below- average risk projects hence accept it.
Project C's IRR of 11% is < 12% WACC for above- average risk projects hence reject it.
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Explanation: i hope that helps you!
Answer:
d. decrease the firm's WACC.
Explanation:
As per WACC formula
WACC = ( Weight of Common Equity x Cost of Common Equity ) + ( Weight of Common Debt x Cost of Common Debt x ( 1 - Tax rate ) ) + ( Weight of Preferred Equity x Cost of Preferred Equity )
By assuming the values to prove the answer
Weights
Common equity = 55%
Preferred Equity = 15%
Debt = 30%
Costs
Common equity = 15%
Preferred Equity = 8%
Debt = 12%
Tax rate is 15%
Placing values in the formula
WACC = ( 55% x 15% ) + ( 30% x 12% x ( 1 - 15% ) ) + ( 15% x 8% )
WACC = 8.25% + 3.06% + 1.2% = 12.51%
Keeping others values constant, Now increase the Tax rate to 25% and placing vlaues in the formula
WACC = ( 55% x 15% ) + ( 30% x 12% x ( 1 - 25% ) ) + ( 15% x 8% )
WACC = 8.25% + 2.7 + 1.2% = 12.15%
Hence the WACC is decreased from 12.51% to 12.15% when the tax rate is increased from 15% to 25% keeping other values constant.
Answer:
$594.57
Explanation:
For computing the monthly payment we need to apply the PMT formula i.e to be shown in the attachment below:
Given that,
Present value = $31,000
Future value or Face value = 0
Rate = 5.67% ÷ 12 months = 0.4725
NPER = 5 years × 12 = 60 years
The formula is shown below:
= PMT(RATE;NPER;-PV;FV;type)
The present value come in negative
So, after applying the formula, the monthly payment is $594.57