chapter 10---FINANCIAL ARITHMETICS FOR EQUITY & BONDS.ppt

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    FINANCIAL ARITHMETICS FOR EQUITY

    & BONDS

    1Prof.BALKRISHNA SALUNKHE

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    Invesors !"#e "n $nves!en $n "n% "sseE'($% ) De* + *"se, on fo--o$n/ f"0ors

    Cre,$2 or3$ness of 3e 4"r%

    T$!e 4er$o, of -en,$n/ or $nves!en

    R$s# of 3e "0$v$% of $nves!en

    E54e0e, re(rn over " $!e 4er$o,

    S"fe% & !"r#e"*$-$% of $nves!en

    6Prof.BALKRISHNA SALUNKHE

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    Y$e-, on e'($%

    7 ,$v$,en, 8 0"4$"- /"$n+ ) P(r03"se 4r$0e

    T$!e v"-(e of !one%

    Is *"se, on f"0ors -$#e

    Cos of "*s$nen0e fro! 0(rren

    0ons(!4$on

    In9"$on

    O44or(n$% 0os

    :Prof.BALKRISHNA SALUNKHE

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    F((re ;"-(e of " 0"s3 9o

    F; 7 P; 18r+n

    18 r)!+? !n

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    Ann($% $s " sre"! of 0ons"n 0"s3 9o4"%!en or re0e$4+ o00(rr$n/ " re/(-"r

    $nerv"-s of $!e.

    F((re ;"-(e of "n Ann($%

    7 A >18r+n

    21? )r

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    Ann($% of Rs.1 e"03 %e"r for

    %e"rs. T3" !e"ns %o( $-- $nves1 e"03 %e"r for %e"rs.Inves!en $s *e$n/ !",e " 3e en,

    of e"03 %e"r. Ass(!e $neres r"e of1 4.".

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    Year 1 2 3 4 5

    1 1 1 1 1

    11

    161

    1::1

    1@@

    1

    Prof.BALKRISHNA SALUNKHE

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    De4os$ $n PPF Rs.:# 4.". for : %e"rs.Ass(!e $neres r"e of G. 1.G+:B21?).G 7 @=G=6@

    Prof.BALKRISHNA SALUNKHE

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    Presen ;"-(e of " 0"s3 9o

    P; 7 F; ) 18r+n

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    Yo( e54e0 o re0e$ve Rs.1 4.".

    for ne5 : %e"rs. T3e re0e$4 $-- *e

    " 3e en, of 3e %e"r. If 3e ,$s0o(n

    r"e $s 1= 3" $s 3e Presen

    v"-(e of 3$s sre"! of *enes

    1Prof.BALKRISHNA SALUNKHE

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    Presen ;"-(e of "n Ann($%

    P;A n 7 A)18r+ 8 A)18r+68JJ8 A)18r+n

    P;A n7 A >12 1)18r+n? )r

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    S(44ose ( e54e0 o re0e$ve Rs.1 "nn("--%

    for : Ye"rs= e"03 re0e$4 $s o00(rr$n/ " 3e en,

    of %e"r.

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    Conver$*-e n"n0$n/

    De-"%s $ss(e of s3"res & $!!e,$"e

    ,$-($on of 0onro- & e"rn$n/s

    Co!4"n% /es eno(/3 $!e forserv$0$n/ 3e en3"n0e, 0"4$"-

    [email protected] SALUNKHE

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    E52r$/3 4r$0e 4r$0e of s3"res 3en ( r

    no en$-e, for r$/3 s3"res.

    E5"!4-e

    R$/3s R"$o 6:= R$/3 Pr$0e " Rs.:C(rren !"r#e 4r$0e Rs.@ 0(! r$/3

    4r$0e+

    1Prof.BALKRISHNA SALUNKHE

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    If ( *(% : s3"res $n !"r#e " @= ( ren$-e, for 6 r$/3 s3"res " :.

    To"- 0os of s3"res

    7 : 5 @ 8 6 5 : 7 1

    Cos 4er s3"re 7 Rs.: 4er s3"re1)+

    E5 r$/3 4r$0e o(-, *e Rs.:

    D$eren0e of Rs.@ o(-, *e v"-(e of r$/3.

    1Prof.BALKRISHNA SALUNKHE

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    R(-e of 6

    A00or,$n/ o 3$s r(-e 3e ,o(*-$n/ 4er$o, $s

    o*"$ne, *% ,$v$,$n/ 6 *% 3e $neres r"e.For e./. $f $neres r"e $s = 3e ,o(*-$n/

    4er$o, o(-, *e 6 ) + $.e. G %e"rs.

    R(-e of G

    T3$s $s !ore 4re0$se !e"s(re of ,o(*-$n/4er$o,

    7 .: 8 G)r"e of $neres+

    E./. $neres r"e $s Do(*-$n/ 4er$o, o(-, *e

    7.: 8 G)+ 7 .G %e"rs.

    1Prof.BALKRISHNA SALUNKHE