Corporate Finance Flashcards
WACC
wd[kdbt(1-t)] + wpskps + wcekce
or
wdkd+ wpskps + wcekce
= weight * after tax cost of debt
+ weight * cost of preferred stock
+ weight * cost of common equity
After Tax Cost of Debt
kd
kdbt(1 - t)
Market interest rate (YTM) at which firms can issue new debt (kd) net of the tax savings.
Cost of Preferred Stock
kps
D
———
P
Cost of Common Equity
kce
CAPM Model
ß[E(rmkt) - rrf] + rrf
Cost of Common Equity
kce
Dividend Discount Model
kce = (D1 / P) + g
or
P = D1 / (kce - g)
Cost of Common Equity
kce
Bond-Yield-Plus-Risk-Premium Approach
kdbt + Risk Premium
or
[kd/(1 - t)] + Risk Premium
Before tax cost of debt plus risk premium of equity over debt.
Growth Rate
g
RR * ROE
Dividend Payout Rate
Dp
1 - RR
Retention Rate
RR
1 - Dp
Profitability Index
PI
NPV / CF0 + 1
Break Point for
Marginal Cost of Capital
MCC
Dollar Amount
————————
Weight
Bank Discount Yield
BDY
[(F - P) / F] * (360/n)
Cost of Trade Credit
(Payables with discounts)
(1 + %Disc/(1 - %Disc)(365/n) - 1
The cost of not paying based on discount terms
eg:2/10 net 40

Operating Cycle
DOP + DOH
Operating Break-Even Point
Fixed Costs
———————————
Contribution Margin
Optimal Capital Budget
The amount of new capital required to undertake all investment projects with an IRR greater than the MCC.
MCC = IOS
The point where the Marginal Cost of Capital (MCC) intersects the Investment Opportunity Schedule (IOS)
Cash Flow Forecasting Techniques
Short Term
- Simple Projections
Medium Term
- Project Models & Averages
Long Term
- Statistical Models
Business Risk
Sales Risk + Operating Risk
Equity Beta
ßEquity
ßAsset*[1 + (1 - t)(D/E Ratio)]
Degree of Financial Leverage
DFL
Operating Income
——————————
EBT
Degree of Total Leverage
DTL
(Revenue - Variable Costs)
——————————————
Net Income
Degree of Operating Leverage
DOL
Q * Contribution
—————————————
Q * Contribution - Fixed
Book Value
Owners Equity
———————————
Shares Outstanding
The amount of new capital required to undertake all investment projects with an IRR greater than the MCC.
MCC = IOS
The point where the Marginal Cost of Capital (MCC) intersects the Investment Opportunity Schedule (IOS)
Optimal Capital Budget