재무계산기사용법

17
Ι. 기본 Setting 방법 1. 먼저 버튼을 누르셔서 계산기를 켭니다. 2. 버튼을 누르시면 Setting 할 수 있는 Mode로 전환됩니다. DEC = 2.00 이라는 Message가 나오면 정상입니다. 3. DEC는 Decimal(소수점)을 나타내는 것으로 개인의 취향에 따라 10자리까지 가능하지만 보통 3~4자리를 사용합니다. 소수점 3자리까지 나타내고 싶다면 을 누르신 후 버튼을 누르시면 확정이 됩니다. 4. 3자리로 Setting이 되었으면 Button누르십시오. 버튼을 누르시면 면에 DEG 라는 메시지가 나타납니다. 누르시면 RAD 라는 메시 지가 나타납니다. DEGDegree(돗수)나타내는 것이고, RADRadian(호도)나타내는 것이므로 DEG태로 두시면 됩니다. 5. Setting되었으면 Button누르십시오. 화면에 US 12-31-1990이란 표시가 나타나 됩니다. 누르시면 EUR 31-12-1990이란 표시가 나타납니다. 것은 날짜 표시방식에 관한 것이므로 US 12-31-1990 상태로 놔두신 Button누르십시오. 6. US 1,000,000이란 표시가 화면에 나타나면 다시 Button누르십시오. 7. 화면에 AOS표시가 나타나게 됩니다. 누르시면 Chn이란 시가 화면에 나타납니다. AOSAlgebaric Operating System약자이고, ChnChain Method약자입니다. 간단히 예를 들면 다음과 같습니다. 만일 + × 이란 문제를 계산기를 이용하여 풀게 Chain MethodSetting하시고을 누르시면 18이라는 답이 나오게 되고, AOS MethodTI BA-II Plus 계산기 사용법 ON/OF 2nd FORMAT 3 ENTER 2nd SET 2nd SET 2nd SET 3 3 3 =

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How to use a financial calculator

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  • . Setting

    1. .

    2. Setting Mode .

    DEC = 2.00 Message .

    3. DEC Decimal() 10

    3~4 .

    3

    .

    4. 3 Setting Button .

    DEG . RAD

    .

    DEG Degree() , RAD Radian() DEG

    .

    5. Setting Button . US 12-31-1990

    . EUR 31-12-1990 .

    US 12-31-1990 Button

    .

    6. US 1,000,000 Button .

    7. AOS . Chn

    . AOS Algebaric Operating System , Chn Chain

    Method . .

    +

    Chain Method Setting 18 , AOS Method

    TI BA-II Plus

    ON/OF

    F

    2nd FORMAT

    3 ENTER

    2nd SET

    2nd SET

    2nd SET

    3 3 3 =

  • Setting 12 . Chn

    Method Setting .

    8. Button .

    9. 0.000 . P/Y =

    12.000 . 1 Payment 12 .

    1 Payment

    P/Y = 1.000 Setting .

    Finance Setting .

    .

    . Time Value of Money

    -1 Time Value of Money Work Sheet

    Time Value of Money Key Key

    .

    2nd QUIT

    2nd P/Y

    1 ENTER

    ON/OFF 2nd FORMAT 3 ENTER

    2nd SET 2nd QUIT

    2nd P/Y 1 ENTER 2nd QUIT

    2nd

    2nd

    N I/Y PV PMT PV

  • -2 Present Value (PV)

    (Discounting) .

    PV .

    PV = FV ni)1(

    1

    Present Value .

    2.1

    12% 5 1 1,000,000 1.12

    100

    ? 5

    2

    1,000,000

    12

    5)12.01(

    000,000,1

    = 567,427 5

    ( yx

    ) =

    2nd Qui

    t

    2nd CLRTVM

    +/- FV

    I/Y

    N

    CPT PV

  • 2.2

    10% 3 1 13,310,000 1.1

    1,331

    ? 3

    2

    13,310,000

    10

    3)1.01(

    000,310,13

    = 10,000,000 3

    -3 Future Value (FV)

    (Compounding) .

    FV .

    FV = PV(1+i)n

    Future Value .

    ( yx

    ) =

    2nd Qui

    t

    2nd CLRTVM

    +/- FV

    I/Y

    N

    CPT PV

  • 2.3

    100 10% 10 1 1,000,000 1.1 10

    10

    ? 2

    1,000,000

    10

    2,593,742

    10

    2.4

    100 8%

    200

    ? 1,000,000

    2,000,000

    8

    9

    yx =

    2nd Qui

    t

    2nd CLRTVM

    +/- PV

    I/Y

    N

    CPT FV

    2nd Qui

    t

    2nd CLRTVM

    +/- PV

    FV

    I/Y

    CPT N

  • 2.5

    100

    230 10

    % 1,000,000

    ?

    2,300,000

    9

    9.696%

    -4

    (annuity) .

    (at the end of each period) (ordinary

    annuity deferred annuity) , (at the beginning of each period)

    (annuity due) .

    .

    -4. a (FVA)

    .

    FVA = A

    i

    i n 1)1(

    * A : (Annuity)

    2nd Qui

    t

    2nd CLRTVM

    +/- PV

    FV

    N

    CPT I/Y

  • FVA .

    2.6

    10%,

    10 100

    1,000,000

    ?

    10

    10

    2.7

    5

    1 .

    10% 1,000,000

    ?

    5

    16,379,748 10

    -4. b (FVADue)

    .

    .

    FVADue = FVA(1+i)

    2nd Qui

    t

    2nd CLRTVM

    +/- PMT

    N

    I/Y

    CPT FV

    2nd Qui

    t

    2nd CLRTVM

    +/- FV

    N

    I/Y

    CPT PMT

  • FVADue .

    2.8

    10%,

    10 100

    1,000,000

    ?

    10

    10

    1.1

    -4. c (PVA)

    . .

    PVA = A

    i

    i n)1(

    11

    PVA .

    2nd Qui

    t

    2nd CLRTVM

    +/- PMT

    N

    I/Y

    CPT FV

    =

  • 2.9

    5,000

    . 20

    10%. 50,000,000

    ? 10

    20

    5,872,981

    -4. d (PVADue)

    (at the beginning of each period)

    .

    PVA .

    PVADue = PVA(1+i)

    FVADue .

    2nd Qui

    t

    2nd CLRTVM

    PV

    I/Y

    N

    CPT PMT

  • 2.10

    20

    2,000

    . 20,000,000

    13%

    ? 13

    20

    1.13

    2.5

    -5. a (PVP, FVP)

    (perpetuity)

    . .

    .

    .

    2nd Qui

    t

    2nd CLRTVM

    +/- PMT

    I/Y

    N

    CPT PV

    =

  • PVP .

    2.11

    2,000

    ? 20,000,000

    13%.

    0.13

    PVP = 13.0

    000,000,2

    = 153,846,154

    , 13% 153,846,154

    2,000 .

    2.6

    . (

    ) .

    .

    .

    =

  • 2.12

    10% 1

    ?

    t=0 1 2 3 CF0 =0

    1,000 2,000 3,000 C01 =1,000

    2,000(1+0.1)

    1,000(1+0.1)2 C02 =2,000

    C03 =3,000

    I=10

    1.1 3

    2 1,000 1.1

    FV = 1,000(1+0.1)2 + 2,000(1+0.1)1 + 3,000

    = 6,410 2,000 1.1

    3,000

    2nd Qui

    t

    CF 2nd CLRWork

    Enter

    Enter

    Enter

    Enter

    NPV Enter

    CPT

    yX =

    X2

    +

    +

    =

  • 2.13

    10% 1

    ?

    t=0 1 2 3 CFO =0

    1,000 2,000 3,000 C01 =1,000

    1,000/(1.1) C02 =2,000

    2,000/(1.1)2 C03 =3,000

    3,000/(1.1)3 =10

    2 1,000 1.1

    2,000 1.1

    PV = 1.1

    000,1+

    2)1.1(

    000,2+

    3)1.1(

    000,3

    = 4,816 3,000 1.1 3

    2nd Qui

    t

    CF 2nd CLRWork

    Enter

    Enter

    Enter

    Enter

    NPV Enter

    CPT

    +

    X2

    +

    YX =

  • .

    -1

    .

    . , C(coupon)

    FV(face value), I .

    Price(Bond) = 1

    1

    )1( i

    C

    +

    2

    2

    )1( i

    C

    +

    3

    3

    )1( i

    C

    + +

    n

    n

    i

    C

    )1( +

    ni

    FV

    )1(

    .

    .1

    100,000, 3,

    10%,

    2,500

    ? ,

    12

    ,

    () 124

    12% .

    100,000

    = 4

    12= 3(%)

    price=03.1

    500,2+

    203.1

    500,2+ +

    1103.1

    500,2+

    1203.1

    500,102 =95,023 ()

    2nd Qui

    t

    2nd CLRTVM

    PMT

    N

    = I/Y

    FV

    CPT PV

  • .2

    100,000, 1

    5, 12%,

    3,000

    .

    5 4

    ?

    1) 16% 164

    2) 12%

    3) 8% 100,000

    1) price=86,410

    : 2 124

    .

    3 84

    2) price=100,000

    :

    .

    3) price=116,351

    :

    .

    2nd Qui

    t

    2nd CLRTVM

    PMT

    = N

    = I/Y

    FV

    CPT PV

    = I/Y

    CPT PV

    = I/Y

    CPT PV

  • -2

    .

    .

    .

    Price(Bond) =1

    1

    )1( YTM

    C

    +

    2

    2

    )1( YTM

    C

    + +

    n

    n

    YTM

    C

    )1( nYTM

    FV

    )1(

    (Ci), (FV)

    (n)

    (YTM) (trial-and-error method) .

    .

    100,000,

    3, 12%,

    (YTM)

    ?

    1) 85,000

    2) 100,000

    3) 115,000

    1) ,

    85,000=)1(

    000,3

    YTM+

    2)1(

    000,3

    YTM+

    +11)1(

    000,3

    YTM+

    12)1(

    000,103

    YTM

    YTM=0.466 YTM

  • YTM=0.466 4

    =0.1864.

    18.64

    18.64

    .

    18.64

    (reinvestment)

    .

    2) YTM=3 4=12 ()

    3) YTM=1.615 4=6.46 ()