Financial Management Flashcards
What is the weighted average cost of capital?
Rate of return of each source of capital weighted by its share of the total capital.
- % of total capital is determined for each source
- % of each is multiplied by the cost of capital for that source of capital
- % resulting weighted costs fo capital are summed to get the WACC.
When determining the after tax savings of WACC items, what is included and what is not included?
Bonds and L/T Debt are included in the after tax savings.
Common Stock and Preferred Stock do not have tax savings.
What are incremental costs?
Different between two or more alternatives under consideration. Fixed costs don’t matter here.
What are relevant costs considered when purchasing a new asset?
New asset purchase price and selling price of old asset.
What are sunk costs?
Costs incurred in the past that cannot be changed by current or future decisions, and are therefore irrelevant to to current decisions.
What is the Present Value (PV) of $1?
Value now (at the present) of a SINGLE AMOUNT to be RECEIVED in the future. The amount to be received in the future is discounted using an interest rate to get the PV of that amount.
What is there Future Value (FV) of $1?
Value at some FUTURE date of a SINGLE AMOUNT INVESTED now. It is the amount that will accumulate as a result of compounding of interest on the single amount invested at the present.
What is the PV or an ordinary annuity?
Value NOW of a SERIES OF EQUAL AMOUNTS to be RECEIVED at the END of the EQUAL INTERVALS over some future period. Equal amounts to be received a the END of a # of EQUAL PERIODS are discounted using an interest rate to get the PV of those amounts.
What is the FV of an ordinary annuity?
Value at some FUTURE date of a serials of EQUAL AMOUNTS to be INVESTED at the END of the EQUAL INTERVALS over some period of time. It is the amount hat will accumulate as a result of the amounts invested at the END of each period and the compounding interest on those amounts.
What is the FV of an annuity due?
Value at some future date of a SERIES of EQUAL amounts to be INVESTED at the BEGINNING of EQUAL intervals over some period of time. The amount that will accumulate as a result of the amounts invested at the beginning of each period and the compounding interest on those amounts.
For present value, what will the future amount be with the higher interest rate?
Lower future amount. Since the higher the interest rate, the more that is counted as interest, and the less there is in PV.
For future value, what will the future amount be with a higher interest rate?
Higher future amount. Since FV is computed as principal and compounded interest, the higher the interest rate, the greater the amount of interest earned each period - therefore the greater the acc future amount.
Solve the following problem:
Year 1 - 30,000 reduction in costs
Year 2 - 30,000 reduction in costs
Year 4 - 20,000 reduction in costs.
PV of annuity
Perido 1 - 0.88
Perido 2 - 1.65
Perido 3 - 2.32
Since only the PV of an annuity is given, correct answer can only be determined by converting values into annuities. So, since the values are not equal for every year (and therefore not an annuity) so convert them in to 2 series of equal payments.
Year Stream 1 Stream 2. Stream 3
- 20,000 10,000 = 30,000
- 20,000 10,000 = 30,000
- 20,000
- 10,000 annuity for 2 years: $10,000 (1.65) = $16,500
- 20,000 annuity for 3 years: $20,000 (2.32) = $46,400
Total Cost Savings = $62,900
What is the APR?
Effective interest rate for a fraction of the year grossed up to the annual rate (Effective interest rate for fraction of year x that fraction of the year)
How do you calculate the effective interest rate?
Dollar cost of borrowing/net proceeds of borrowing
What is simple interest calculated on?
Computed on the principal only and is not compounded.
What is the effective annual percentage rate?
Also referred to the annual percentage yield. It’s the annual % rate with compounding on loans the are for a fraction of that year.
What is a yield curve?
Shows the relationship between time and maturity and bond interest rates.
What is the real interest rate?
Stated (nominal) rate of interest for a period less the rate of inflation of that period.
Solve this example: what is the effective interest rate on this loan?
200,000 loan
12% annual rate
20% compensating balance
$200,000 x 12% = $24,000
$200,000 x 20% = $40,000
$200,000 - $40,000 = $160,000
$24,000/$160,000 = 15%
How is the market rate of interest on US Treasury Bill calculated?
Risk free rate + inflation premium
What is not a factor relevant in determining risk premium as a security?
EPS
What happens to the risk premium when investors expect reduced inflation in the future?
A lower risk premium will be assessed on a an investment. An expected reduction in inflation in the future would be reflected in a lower L/T rate of return.
Solve this example: A company wants to approximate the 12% annual interest rate based on a 365 day year it pays on its working capital loan. Show why the terms of 1%, 15, net 45 work?
Divide the discount period into days in a year:
45-15 = 30
365/30 = 12.1
12.1 x .01 = .121 (or 12% rounded)