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Lecture

# FIN300 Equation Sheet

4 Pages
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School
Ryerson University
Department
Finance
Course
FIN 300
Professor
Sirajum Sarwar
Semester
Fall

Description
(1+ r) −1  FV = PV (1+tr) FV = C×    r   1  1− t  t PV = C× (1+ r)  FV = PV (1+r)  r       1  1− t PV = FV PV = C×  (1+ r) (1+ r) (1+ r)t D  r      A 1 PV = FV D FV Re gAnn1+ r) r m  i  f (1+ r) −1  r =1+  −1 FV D C×  r (1+ r)  m    m C  1+ g T EAR = 1+ i −1 PV = 1−     m  r − g   1+ r   EAR = e −1 P0= D r EPS P = D1 P0= r + NPVGO 0 r − g 1− 1  Annual Interest  (1+ r) t F Current Yield = B = C×  + t Bond Price  r  (1+ r)   Equation Sheet for FIN 300, Sirajum M Sarwar, Ryerson University Page 1 Total Dollar Return (TDR) = Dividend Income + Capital Gain (Loss) 1+ R = (1+ r)×(1+inflation rate) TDR = CF t (PE− P B )= CF +tPC P P B B E(R) = O × P ∑ j j E(R P = x1×E(R )1 x ×2(R )+2..+ x ×EnR ) n j 2 2 σ P = xLσ L x σU U2+ 2x L U LU Variance of returnsσ = ∑ [O j E(R) × P j j σ ijCORR σ σ i, i j σ P x σ + L σL+ 2xUx UORR L U L,Uσ L U COV(R ,R A M (R − R) +...+ (R − R) 2] β A 2 σ =2 1 T σ (R )M T −1 E(R ) = r +[E(R )− r ]β Profitability Index = Present valueof cash inflows i f M f i Present valueof cash outflows Arbitrage Pricing Theory E(R) = R +fβ E(R1) − R1+ f] PV of CCA tax shield CdT 1+ 0.5×k  S dT  1  β 2(R ) 2 R + f] =   − n   (d +
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