Core 2 Flashcards
Type of costs
Prime cost - direct material + direct labour
Conversion cost - direct labour + manufacturing overhead
Period cost - non-manufacturing cost
Cost Steps
Step 1: Compute units to be accounted for
Step 2: Compute output in terms of EU
Step 3: Compute costs to account for
Step 4: Compute cost per EU
Step 5: Assign total costs to units completed and to ending WIP
Finance - EAR formula
EAR = effective annual rate = ((1 + r / n)^n) – 1
Finance - PV
PV = present value = PV = FV / (1+i)^n
present value of constantly growing annuity = PMT / i-g
present value of a perpetuity with no growth = PMT / i
Mortgages
mortgage rates are quoted as a semi-annual rate
mortgage payments are usually made monthly
Step 1: calculate EAR = ((1 + r / 2)^2) – 1
Step 2: calculate effective monthly rate = ((EAR+1)^(1/12))-1
Growing annuity
PV = PMT [ 1/i-g - (1/i-g x [(1+g)/(1+i)]^n)
Need to consider all cost after tax
Rate x inflation
(1 + inflation rate) × (1 + real rate of return) = (1 + nominal rate of return)
Cost of capital
WACC = Weighted Average Cost of Capital
after-tax cost of debt = Debt (Rd) (1 – tax rate)
Preferred shares (Rp) = Total annual preferred dividends paid on preferred shares / Total market value of all preferred shares outstanding
CAPM
capital asset pricing model (CAPM) = risk-free return (Rf) + risk premium related to risk of investment = risk-free return (Rf) + beta (β) × market risk premium (RPm)
= risk-free return (Rf) + beta (β) × [expected return of the market – risk-free return (Rf)]
WACC
Weighted Average Cost of Capital (WACC)
D/V (Rd)(1 – T) + P/V (Rp) + E/V (Re)
D = debt
V = total of debt + equity
T = Tax
Rd = cost of debt %
P = preferred shares
Rp = cost of preferred shares %
E = equity
Re = cost of equity %
WACC = [weighting of debt × after-tax cost of debt] + [weighting of equity × cost of equity]
after-tax cost of debt = yield (1 - tax) / (1 - flotation)
cost of equity = [risk-free + beta x premium risk + small companies risk + specific risk] / (1- flotation)
OBS: use WACC for NPV discount rate
marginal cost of preferred shares
net proceeds (NPp) = current share price [1 – (1 – tax) × flotation]
as issue (flotation) costs are tax deductible
[1 – (1 – tax) × flotation]
component cost of preferred shares = return / net proceeds
Impact of leverage on cost of equity
Re = Ru + D/E(Ru – Rd)(1 – T)
Re = cost of equity
Ru = cost of equity when the entity is unlevered (no debt)
D/E = existing debt-to-equity ratio for the company based on market values, not book values
Rd = entity’s cost of debt
T = tax rate
financial risk return
Re - Ru
cost of equity - cost of equity when the entity is unlevered (no debt)
Impact on value of the firm as capital structure changes
VL = VU + TD
VL = the value of the levered firm (mix of debt and equity)
VU = the value of the firm in the unlevered state (all equity financed)
T = the corporate tax rate
D = the amount of borrowed debt
Revised value of the firm
VL = Vu + TD – PV of expected financial distress costs
VL = the value of the levered firm (mix of debt and equity)
VU = the value of the firm in the unlevered state (all equity financed)
T = the corporate tax rate
D = the amount of borrowed debt
M&M Proposition I
VL = VU + TD
VL = the value of the levered firm
VU = the value of the firm in the unlevered state (all equity financed)
T = the corporate tax rate D = the amount of borrowed debt