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# FIN 300_Solving equations primer.doc

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School
Department
Finance
Course
FIN 300
Professor
Ron Babin
Semester
Fall

Description
 N  FV = PV (1+NR) FV = C × (1+ R) −1  R   1  1 − N  FV = PV (1+R) N PV = C ×  (1 + R )   R     1  FV 1 − (1 + R )N  PV = N PV D = C ×   (1 + R ) (1+ R)  R    A FV = FV (1 + R) 1 PV = R D Re gAnn m f  N  r = 1+ i  −1 FV = C × (1 + R) − 1 (1 + R)  m  D  R      m T  i  PV = C 1 − 1 + g   EAR = 1+  −1 r − g  1 + r    m    q P = D EAR = e −1 0 r EPS D P 0 + NPVGO P 0 1 r r − g  1  1 − n  Current Yield = Annual Interest B = C ×  (1 + r)  + Face Bond Price  r  (1 + r)     Total Dollar Return (TDR) = Dividend Income + Capital Gain (Loss) 1+ R = (1+ r) × (1 + inflation rate ) TDR= CF +tP − PE B) = CF +tPC P B P B E(R) = ∑ O j P j E(R ) = x × E(R ) + x × E(R ) + ... + x × E(R ) j P 1 1 2 2 n n 2 2 2 2 2 2 σ P= x L L + xUσ U + 2x L U LU Variance of returns= σ = ∑ [O j E(R) × P j j σ = CORR σ σ 2 2 2 2 ij i, ji j σ P = xLσ L + xUσ U + 2xLx UORR L ,UσL U 2 2 β = COV(R ,R A M 2 (R 1R) +...+(R −R) T ] A 2 σ = σ (R ) M T −1 Present va lue of cash inflows E(R i = r f [E(R ) M r ]β f i Profitabil ity Index =
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