CMA Part B Flashcards
Rate of Return
[(Price2-Price1)+D]/Price1 {Price1=initial $, D=Dividend}
Capital Asset Pricing Model
Ke=Rf+B(Km-Rf)
Countertrading
bartering, good & services exchanged not sold for currency
Gordon Growth Model
V0 = Div1/[Ks-g]
Coefficient of Variation (CV)
Standard deviation (sigma)/expected return
<p>Covariance </p>
Summation of {P[(Ri-E1)]*[Ri,2-E(R2))}
<p>Correlation </p>
Cov 1,2/S1S2 is between -1<=1
<p>Portfolio Return </p>
Summation of WR w=% of total funds, r=return
<p>Hedging</p>
method of reducing exposure by taking an offsetting position in another investment (opposite)
<p>Degree of Operating Leverage (DOL) </p>
CM/Operating Income or % change in EBIT/ %change in Sales or Contribution Margin/EBIT
Degree of Financial Leverage (DFL)
% change in Net Income / % change in EBIT or EBIT/EBT
Degree of Total Leverage
DOL * DFL
Constant Dividend Growth
V0=D1/(ks-g)
Bond Indentures
agreements (terms, %, maturity, protective covenants, etc)
Bond Administration
Trustee, 3rd party who officially represents bondholder
Bond Principal
amount of bond at time its issued (aka par value, par, face value)
Bond Coupon rate
Bond interest
Bond Duration
measure of the sensitivity of the asset’s price to interest rate movements. It broadly corresponds to the length of time before the asset is due to be repaid.
Bond Debentures
bonds secured with full faith and credit of the issuing firm
Effective duration
refers to price sensitivity in response to a change in yield-approximate
Effective annual interest rate
(interest)/(usable funds)
Bond Valuation Vb
I (PVIFAk,n)+F(PVIFK,n) [value of bond= interest*PV % annuity)+ FV (PV % factor)
Zero Growth V0
D/ks V-common stock price, D-constant annual div/share, Ks-req’d rate of return
Variable Div Growth P
D(1+g)/[Ks-g] P-stock price, D-dividend, K-req’d rate of return, g-growth rate