辅导案例-FNCE10002

  • June 21, 2020

FNCE10002 Principles of Finance Semester 1 2020 Sample Final Examination 1 – LMS Version 1 of 2 Formula Sheet Page 1 of 2 0 (1 )nFV PV n r   0 (1 ) nFVPV n r    0 (1 ) n nFV PV r  0 (1 ) n n FVPV r   0 CPV r   0 1 1 n CPV r r           PV0(OA) = 11 (1 )n C r r          FVn(OA) = (1 ) 1 nC r r            0 1( ) 1 1 1 n CPV AD r r r               ( ) 1 1 1nn CFV AD r rr            1 0 CPV r g     1 0 (1 )( ) 1 1 n n C gPV GA r g r                  1 (1 )( ) 1 1 1 n n n n C gFV GA r r g r               1 1 k e rr k       re = er – 1 0 [1 ( / 365) ] n D FP n r    0 (1 ) n n D FP r   0 11 (1 ) (1 ) n n n D D D FCP r r r                 0 1 1 1 n t n t n t E E D PP r r    1 1n n nE n n D P Pr P P     1n n E DP r g   1n E n Dr g P   1n E n Dg r P   0 1 E P E r g   0 0 (1 ) E P g E r g    1 1 t t t t t P D PR P     1 1 t t t t t P C PR P     ത ൌ ሺଵ ൅ ଶ ൅⋯൅ ்ሻ/ ത௚ ൌ ሾሺ1 ൅ ଵሻሺ1 ൅ ଶሻ… ሺ1 ൅ ்ሻሿଵ/் െ 1 E(r) = p1R 1 + p2R 2 + … + pnRn Var(r) or 2 = p1[R1 – E(r)]2 + … + pn[Rn – E(r)]2 SD(r) =  12 = p1[r11 – E(r1)][r21 – E(r2)] + … + pn[r1n – E(r1)][r2n – E(r2)] 12 12 1 2    12 1 2 12    E(rp) = w1E(r1) + w2E(r2) 2 2 2 2 2 1 1 2 2 1 2 122p w w w w      2 2 2 2 21 1 2 2 1 2 1 2 122p w w w w        FNCE10002 Principles of Finance Semester 1 2020 Sample Final Examination 1 – LMS Version 2 of 2 Formula Sheet Page 2 of 2 σp2 = σ2/N + [(N – 1)/N]σjk E(rj) = rf + [E(rm) – rf]j 2 jm j m   j j jm m         p = x11 + x22 S = [E(rp) – rf]/σp T = [E(rp) – rf]/βp A = rp – [rf + [E(rm) – rf]βp]   01 1 N t t t CNPV I r     010 1 N t t t CNPV I IRR    PI = NPV/I0 Ct = (Rt – OCt)(1 – tc) + tcDt (1 + r) = (1 + rr)(1 + i) 0 (1 ) (1 ) 1 N N rNPV NPV r        O D E P D E Pr r r r V V V                   ‘ (1 )O D c E P D E Pr r t r r V V V                     VU = EBI/rO EL = (EBI – Interest)/rE DL = Interest/rD VL = EL + DL  E O O D Dr r r r E         E O O D D E            VL = VU + tc×D VL = VU + PV(TS) – PV(BC + AC) X + mP1 = nD1 + I V0 = [(n + m)P1 – I + X]/(1 + rE) Call option payoff = Max(ST – X, 0) Call option profit = Max(ST – X, 0) – C Put option payoff = Max(X – ST, 0) Put option profit = Max(X – ST, 0) – P

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