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Sharp El738 User Guide

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    							30
    Procedure Key operation Display
    The number of compounding periods per year is automatically set to 
    12. Press 
    s to exit the P/Y and C/Y settings.
    Enter the total number 
    of payments.s 24
     
    N
    24~N
    2400
    Enter the future value.2995
     
    x 10
     
    . 
    % 
    TANS~FV
    29950
    Enter payment.
    , 145
     
    u(-145)~PMT
    -14500
    Enter the present value. 2995
     
    v2995~PV
    299500
    Calculate the annual 
    interest rate.@ 
    fI/Y=
    708
    Answer:  If you lease the computer system, the annual interest 
    rate would be 7.08%, which is less than that of the 
    interest rate on a two-year loan, so it would be more 
    cost-effective to lease a computer system than to 
    purchase one.
      Calculating the present value of a lease with 
    trade-in value
    Your client wishes to buy a machine currently leased from your 
    company. On a fi ve-year lease with payments of $200 at the 
    beginning of each month, the machine has a trade-in value of 
    $1,500 with 34 monthly payments remaining. If your company 
    sells the machine at the present value of the lease, discounted 
    at an annual interest rate of 18%, compounded monthly, how 
    much should your company charge for the machine?
    N = 34...... PV = ?
    FV = –$1,500 I/Y = 18%
    PMT = –$200
    3
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							31
    4
    Procedure Key operation Display
    Set all the variables to 
    default values.. 
    b
    000
    Set to annuity due 
    (BGN is displayed).. 
    "
    000
    Set the number of pay-
    ments per year to 12.. 
    w 12
     
    QP/Y=
    1200
    The number of compounding periods per year is automatically set to 
    12. Press 
    s to exit the P/Y and C/Y settings.
    Enter the total number 
    of payments.s 34
     
    N
    34~N
    3400
    Enter payment.
    , 200
     
    u(-2——)~PMT
    -20000
    Enter the annual inter-
    est rate.18
     
    f18~I/Y
    1800
    Enter the future value. 
    , 1500
     
    T(-15——)~FV
    -150000
    Calculate the present 
    value.@ 
    vPV=
    627995
    Answer: $6,279.95 should be charged for the machine.
      Calculating down payment and amount to 
    borrow
    You wish to buy a house for $180,000. The fi nance company 
    charges a 5.5% APR, compounded monthly, on a 25-year loan. 
    If you can afford a monthly payment of $900, how much can you 
    borrow? How much do you need for a down payment?
    N = 12 × 25 years = 300...... I/Y = 5.5% PV = ?
    FV = 0
    PMT = –$900
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							32
    Procedure Key operation Display
    Set all the variables to 
    default values.. 
    b
    000
    Make sure ordinary annuity is set (BGN is not displayed).
    Set the number of pay-
    ments per year to 12.. 
    w 12
     
    Q
    P/Y=
    1200
    The number of compounding periods per year is automatically set to 12. 
    Press 
    s to exit the P/Y and C/Y settings.
    Enter the total number 
    of payments.s 25
     
    . 
    < 
    N
    ANS~N
    30000
    Enter payment.
    , 900
     
    u(-9——)~PMT
    -90000
    Enter the annual inter-
    est rate.5.5
     
    f5.5~I/Y
    550
    Set the future value to 
    zero. 0
     
    T—~FV
    000
    Calculate the present 
    value.@ 
    vPV=
    14655892
    Calculate the down 
    payment.s 180000
     
    - 
    f 
    v 
    =18————-PV=
    3344108
    Answer: You can borrow $146,558.92 in total. The price of the 
    house is $180,000, so:
    Down payment = $180,000 – present value 
                = $180,000 – $146,558.92
    You need $33,441.08 for a down payment.
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							33
    AMRT P1=
    100
    Amortization Calculations 
    Calculate and create amortization schedules using values 
    stored in the TVM solver.
    Note:  Prior to using amortization, you need to enter values into 
    TVM variables.
    Variables used in amortization
    Variable Description Default value
    AMRT P1 Start of payment (nth time) 1
    AMRT P2 End of payment (nth time) 1
    BALANCE Remaining balance after payment —
    ΣPRINCIPAL Principal paid —
    ΣINTEREST Interest paid over the specifi ed periods —
    • BALANCE, 
    ΣPRINCIPAL and 
    ΣINTEREST are calculated 
    automatically, so no default values are set.
    •  AMRT P1 and AMRT P2 must be between 1 and 9,999.
    Basic operations
    Refer to page 19 for basic variable operations.
    1. Press 
    s to clear the display.
    • Make sure the calculator is in NORMAL mode.
    • All the TVM solver variables retain their previously entered 
    values. If you wish to clear all the data, press 
    .
     b.
    2. Select ordinary annuity or annuity due using 
    .
     ".
    3. Enter the appropriate numeric values for the variables used 
    in the TVM solver.
    •  Confi rm the values of N, I/Y, PV, PMT, FV, P/Y and C/Y.
    4. Press 
    * to use amortiza-
    tion calculation.
    5. Enter a value for “AMRT P1” 
    and press 
    Q.
    6. Press 
    i, enter a value for “AMRT P2” and press 
    Q.
    7. Display values for BALANCE, 
    ΣPRINCIPAL and 
    ΣINTEREST 
    by pressing 
    i once for each. Each value is calculated 
    automatically.
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							34
    8. Press 
    i to calculate the next period of the amortization 
    schedule.
    9. Repeat steps 5 to 7 above.
    •  If you press 
    @ during “AMRT P1” and “AMRT P2” entry, 
    the values for the next period of payment will be automatically 
    calculated and displayed.
    •  To end amortization calculations, press 
    s. Pressing 
    s 
    during entry will clear the value entered.
       Calculating mortgage payments and generat-
    ing an amortization schedule
    1. Calculate the monthly payment of a 20-year loan with a loan 
    amount of $90,000 and a 5.45% APR.
    Procedure Key operation Display
    Set all the variables to 
    default values.. 
    b
    000
    Make sure ordinary annuity is set (BGN is not displayed).
    Set TVM solver vari-
    ables and calculate 
    payment.. 
    w 12
     
    Q 
    s 20
     
    . 
    < 
    N 90000
     
    v 0
     
    T 5.45
     
    f 
    @ 
    u
    PMT=
    -61656
    Answer: The monthly payment is $616.56.
    Now generate an amortization schedule for the fi rst 5 years of the 
    loan. If the fi rst payment is in August, the fi rst year has 5 payment 
    periods and the following years have 12 payment periods each.
    2. Calculate the amortization schedule for the fi rst year.
    Procedure Key operation Display
    Change to amortization 
    calculation and enter 1 
    (August) for the starting 
    payment.* 1
     
    Q
    AMRT P1=
    100
    Enter 5 (December) for 
    the ending payment.i 5
     
    QAMRT P2=
    500
    Display the remaining 
    balance.iBALANCE=
    8895148
    1
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							35
    Procedure Key operation Display
    Display the principal 
    paid.i
    ÍPRINCIPAL=
    -104852
    Display the interest 
    paid.iÍINTEREST=
    -203428
    3. Calculate the amortization schedule for the second year.
    Procedure Key operation Display
    Change amortization 
    schedule to the second 
    year and enter 6 (Janu-
    ary) for the starting 
    payment.i 6
     
    Q
    AMRT P1=
    600
    Enter 17 (December) 
    for the ending payment.i 17
     
    QAMRT P2=
    1700
    Display the remaining 
    balance.iBALANCE=
    8633592
    Display the principal 
    paid.iÍPRINCIPAL=
    -261556
    Display the interest 
    paid.iÍINTEREST=
    -478316
    4. Calculate the amortization schedule for the third year.
    Procedure Key operation Display
    Change amortization  
    schedule to the third 
    year and enter the next 
    12 months automati-
    cally.i 
    @ 
    i
    AMRT P2=
    2900
    Display the remaining  
    balance.iBALANCE=
    8357421
    Display the principal 
    paid.iÍPRINCIPAL=
    -276171
    Display the interest 
    paid.iÍINTEREST=
    -463701
    5. Repeat the above operation for the fourth and fi fth years.
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							36
      Calculating payments, interest, and loan bal-
    ance after a specifi ed payment
    You have taken out a 30-year loan for $500,000, with an annual 
    interest rate of 8.5%. If, after the 48th period, you want a balloon 
    payment due, what amount of monthly payment must you make 
    with monthly compounding and how much will the balloon pay-
    ment be?
    Procedure Key operation Display
    Set all the variables to 
    default values.s 
    . 
    b
    000
    Make sure ordinary annuity is set (BGN is not displayed).
    Set TVM solver vari-
    ables and calculate 
    payment.. 
    w 12
     
    Q 
    s 30
     
    . 
    < 
    N 500000
     
    v 0
     
    T 8.5
     
    f 
    @ 
    u
    PMT=
    -384457
    Answer: The monthly payment is $3,844.57.
    Now generate an amortization schedule from the fi rst to the 
    48th payments.
    Procedure Key operation Display
    Change to amortization 
    calculation and enter 1 
    for the starting payment.* 1
     
    Q
    AMRT P1=
    100
    Enter 48 (December) 
    for the ending payment.i 48
     
    QAMRT P2=
    4800
    Display the balance af-
    ter 48 months. (balloon 
    payment)iBALANCE=
    48275524
    Display the principal 
    paid over 48 months.iÍPRINCIPAL=
    -1724476
    Display the interest 
    paid over 48 months.iÍINTEREST=
    -16729460
    Answer: The balloon payment after the 48th period would be 
    $482,755.24.
    2
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							37
    Discounted Cash Flow Analysis
    Analyze unequal cash fl ows and calculate the net present value 
    (NPV) and the internal rate of return (IRR).
    Note: Use the TVM solver for equal and regular cash fl ow 
    analysis (see page 22).
    Entering cash fl ow data
    To fi nd NPV and IRR using discounted cash fl ow analysis, enter 
    cash fl ow data, one data item at a time, in the following format: 
    Single cash fl ows
    Cash fl ow value 
    J
    Repeated cash fl ows
    Cash fl ow value 
    > frequency value 
    J
    Notes:
    • Before entering data, press 
    > 
    . 
    b to clear any 
    previously entered cash fl ow data.
    • Press 
    , to enter a negative cash fl ow (outfl ow).
    •  Make sure the calculator is in NORMAL mode. It is not pos-
    sible to enter cash fl ow data when listed fi nancial variables are 
    shown on the display. Press 
    s to exit.
    •  You can enter a total of up to 100 cash fl ow and/or statistical 
    data items. A single cash fl ow value is counted as one data 
    item, while a cash fl ow value with an associated frequency 
    value is counted as two.
    •  Frequency values must be integers between 1 and 999.
    •  If you wish to correct a value before pressing 
    J, press 
    s to delete the entry and enter the correct value.
      Entering cash fl ow data
    Enter cash fl ow data according to the following cash fl ow dia-
    gram.
    –$25,000$7,000 $9,000 $5,000 $5,000
    $8,000
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							38
    Procedure Key operation Display
    Bring up the initial dis-
    play in NORMAL mode.s
    000
    Enter cash fl ow data.
    , 25000
     
    JDATA SET:CF
    000
    7000
     
    JDATA SET:CF
    100
    9000
     
    JDATA SET:CF
    200
    5000
     
    > 2
     
    JDATA SET:CF
    300
    8000
     
    JDATA SET:CF
    400
      If there is cash fl ow data stored, press 
    > 
    . 
    b to 
    clear it.
      The format of the data set (cash fl ow and frequency values) 
    number, which is initially set to “0.00,” is dependent on calcu-
    lator display notation settings.
    Confi rming and editing data
    Confi rming data
    Press 
    > to display any previously entered cash fl ow data. 
    The data is displayed in order by data item (identifi er, number, 
    and value).
    Use 
    z/
    i to display a data item from a previously entered 
    data set. 
    CF D—=
    -2500000
    Cash flow
    identifierData set 
    number
    Cash flow 
    value
    CF N—=
    100
    Frequency
     identifierData set 
    number
    Frequency 
    value
    *1
    *1
    *2
    *2
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
    							39
    • Press 
    . 
    z or 
    . 
    i to jump to the fi rst or the last 
    data item, respectively.
    •  Each data item is displayed in the form CF Dn= (cash fl ow 
    value) or CF Nn= (frequency), where n indicates the data set 
    number.
    Editing data 
    •  Display the data item you wish to modify by using 
    z/
    i, 
    enter a new value and press 
    J.
    •  If a frequency value is set to zero, then the associated data 
    set is deleted.
    Deleting data
    •  Display the data item to be deleted by using 
    z/
    i, and 
    press 
    . 
    ?. 
    •  If a cash fl ow value/frequency is deleted, the corresponding 
    frequency/cash fl ow value is also deleted.
    •  If you wish to delete all data, press 
    . 
    b.
    Inserting data
    Using the 
    z and 
    i keys, specify the correct place to 
    insert your new data by displaying the value that is to come 
    directly after, and then press 
    . 
    e. A new data set with 
    a cash fl ow value of zero and a frequency value of one will be 
    inserted. Modify the new data set to include your data.
      Correcting cash fl ow data
    Currently the cash fl ow data is that shown in chart A. Change it 
    according to chart B.
    –$25,000
    $7,000 $9,000 $5,000 $5,000$8,000
    Chart A
    –$30,000
    $7,000 $9,000 $6,000 $5,000$8,000
    Chart B
    Procedure Key operation Display
    Display previously 
    entered cash fl ow data. 
    (Example on page 37)s 
    >
    CF D—=
    -2500000
    JOBODJBMVODUJPOT$VSSFOUJOEEJOBODJBMVODUJPOT$VSSFOUJOEE1.1. 
    						
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