| Basic Formulas/Functions Formulas are used to perform calculations and start with an =
(equal) sign in Excel and an @ sign in Quattro Pro. A formula that adds a column might look like this: =B5+B6+B7+B8+B9.
Functions are formulas that simplify complex work. A function to add the same cells might look like
this: =SUM(B5:B9). In other words, if you have a long column to add
you might want to use a function rather than enter each cell as in the previous formula =B5+B...example. Don't forget to add the =
sign for Excel
or @ sign for Quattro Pro when you enter the calculation. The colon (:) is used
when you want to reference a row or list of cells. B5 through B9 would be written
B5:B9.
SUM is used to
add the values of specified cells. Quattro Pro has a QuickSum and Excel
has an AutoSum function that will allow you to total a single row or
column, multiple rows or columns, or selected rows and columns. You can also type in
the cell reference numbers rather than use the QuickSum or AutoSum
functions.
AVERAGE or
AVG, MIN, and
MAX are basic functions that return the average, lowest, and highest values,
respectively, from an argument list.
The IF formula
is a difficult concept to learn. The HELP section of Microsoft and
Corel's spreadsheet software applications has detailed IF command
instructions. The following example is a simple IF command (only
key in the formula within the parenthesis not the explanation in italics behind it).
An IF command
asks a question and answers that question with both a yes and no answer.
Suppose that you want to add
information to your spreadsheet data that returns a true or false statement such as:
"If " you want to be able to show on your spreadsheet whether Mary passes or
fails a test. The formula to place in cell C2 is: =IF(B2>80,"Pass","Fail")
= Pass if B2 is more than 80; otherwise, Fail. This means that if you put a
score of 79 in the B2 cell, then the cell (C2) where you set up the formula will show
Fail. If the score is 89 then cell C2 will show Pass. You set this formula up
in cell C2 but can choose any cell other than the cell where you have the grade
[QuattroPro @IF(B2>80,"Pass","Fail") and Excel =IF(B2>80,"Pass","Fail")].
The mini spreadsheet below shows
the result. The formula will not show on the sheet, just the answer will show.
If you want formulas to print, change the print settings. The diagram below the
spreadsheet is an Excel formula bar (located at the top of the screen) to show what needs to be keyed in to create the
correct function. The command can also be keyed in directly on the
spreadsheet.
| |
A |
B |
C |
| 1 |
Name |
Grade |
Pass/Fail |
| 2 |
Mary |
79 |
Fail |
| 3 |
Bill |
89 |
Pass |
The logical test
simply means a question asked. The Value if true gives a true
answer and the Value if false gives the false answer. Thought of
this way simplifies the IF command and makes it easy to understand.
Excel
IF Function
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The IF command
gives a True and False (yes and no) response: The Excel =IF command
returns one value if a condition specified evaluates to TRUE and another value if it
evaluates to FALSE. Use IF to conduct conditional tests on values
and formulas.
A formula can be written to check
whether a budget is over or under for a particular time period. If a spreadsheet has
been created that gives certain criteria for a budget, and if certain cells
(B2 and C2) are
referenced, then a typical IF command might look like this:
=IF(B2>C2,"Over
Budget","OK") the result will equal "Over Budget"
Commas separate one part of an IF
function from another part in both Excel and Quattro Pro.
Quattro Pro IF Function
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@IF - Performs a
logical test. Syntax: @IF(Cond, TrueExpr, FalseExpr)
Cond = A logical expression representing the condition to be tested.
TrueExpr = A numeric or string value representing the value to use if Cond
is true.
FalseExpr = A numeric or string value representing the value to use if Cond
is false.
@IF evaluates the logical condition specified as Cond.
If the condition is found to be true, it returns the value specified as TrueExpr.
If the condition is false, it returns the value specified as FalseExpr. Cond
is true if it evaluates to any nonzero numeric value.
The formula entered as Cond
can be any logical expression that can be evaluated as true or false; for example, B6<0
or C3*D2=53.
Although logical expressions
typically reference other cells, this is not required. Any expression resulting in a
numeric value is accepted; for example, A1=1 or A1="Fred". If the result of Cond
is nonzero, TrueExpr is the result; otherwise, FalseExpr
is the result.
Examples:
@IF(8=7,4,5) =
5 (This formula does not reference a cell. The other three examples
do)
@IF(B4<=100,"Yes","No")
= If the number in cell B4 is less than (< sign for less than) or equal to (=) 100
then the answer is Yes; otherwise it is No
@IF(C10=BLOCK,45,50)
= 45 if C10 = the cell named BLOCK; otherwise, 50
@IF(C10,1,0) =
0 if C10 = 0; otherwise, 1
Excel
PMT Function
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Syntax:
=PMT(rate,nper,pv,fv,type) Calculates the payment for a loan based on
constant payments and a constant interest rate.
Rate is the interest rate
for the loan.
Nper is the total number of payments for the loan.
Pv is the present value, or the total amount that a series of future payments is
worth now; also known as the principal.
Fv is the future value, or a cash balance you want to attain after the last payment
is made. If Fv is omitted, it is assumed to be 0 (zero), that is, the
future value of a loan is 0.
Type is the number 0 (zero) or 1 and indicates when payments are due.
The payment returned by =PMT
includes principal and interest but no taxes, reserve payments, or fees sometimes
associated with loans.
Make sure that the units used for
specifying rate and Nper are consistent. If monthly payments are made on
a four-year loan at an annual interest rate of 12 percent, use 12%/12 for rate and 4*12
for Nper. If annual payments are made on the same loan, use 12 percent
for rate and 4 percent for Nper.
Tip: To find the total amount
paid over the duration of the loan, multiply the returned =PMT value by Nper.
Examples:
The following formula returns the monthly payment on a $10,000 loan at an annual rate of 8
percent that you must pay off in 10 months:
=PMT(8%/12, 10, 10000)
equals -$1,037.03 (you divide by 12 because you pay 8% per year not per
month).
For the same loan, if payments
are due at the beginning of the period, the payment is:
=PMT(8%/12, 10, 10000, 0,
1) equals -$1,030.16
The following formula returns the
amount someone must pay to you each month if you loan that person $5,000 at 12 percent
interest and want to be paid back in five months:
=PMT(12%/12, 5, -5000)
equals $1,030.20
=PMT(C5/12,D5,-B5) this
formula is used when you have a list of prices and payments and want to copy the formula
to other cells (remember to put the minus (-) sign before the price of the item).
=PMT can be used
to determine payments to annuities other than loans. For example, if a person wants to
save $50,000 in 18 years by saving a constant amount each month, =PMT can
be used to determine how much must be saved. If an assumption is made that 6 percent
interest can be earned on savings, =PMT can be used to determine how much
to save each month.
=PMT(6%/12, 18*12, 0,
50000) equals -$129.08
If a person pays $129.08 into a 6
percent savings account every month for 18 years, the result will be $50,000.
Print this page and key in the information
in the columns and rows in either Excel or QuattroPro. Remember that
QuattroPro uses the @ sign and Excel uses the = sign to start a formula or function.
Try typing in other numbers (change the interest rate and price) to see what will
happen when you have the correct formula entered.
Formulas At-a-Glance
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Excel Practice |
|
A |
B |
C |
D |
E |
F |
G |
| 1 |
Auto
Dealership |
Price |
Interest |
Loan
Period
(in months) |
Payment |
Final
Cost of Loan |
Total
Cost of Loan |
| 2 |
Jakes
Used Cars |
$8,700.00
|
10% |
12 |
$758.55
|
$9,102.56
|
$402.56
|
| formula or formatting |
8700 |
.10 |
12 |
PMT(C2/12,D2,-B2,0,1) |
SUM(D2*E2) |
SUM(F2-B2) |
| 3 |
|
$8,700.00
|
10% |
24 |
$398.14
|
$9,555.43
|
$855.43
|
| 4 |
|
$8,700.00
|
10% |
36 |
$278.40
|
$10,022.56
|
$1,322.56
|
| 5 |
|
$8,700.00
|
10% |
48 |
$218.83
|
$10,503.88
|
$1,803.88
|
| 6 |
|
$8,700.00
|
10% |
60 |
$183.32
|
$10,999.30
|
$2,299.30
|
|
Formulas and the
reasoning behind the formulas
| Auto
Dealership |
identification,
name, or title usually will be placed in this column |
Price |
price
changed to currency |
Interest |
Interest
typed in as decimal and number such as .10 |
Loan Period |
months
typed in as number |
Final Cost of loan |
SUM (Loan
period times monthly payment) SUM(D2*E2) or SUM(12*758.55) |
Total cost of loan |
SUM (final
cost of loan minus original cost) SUM(F2-B2) or SUM(9102.56-8700) |
Payment |
This
involves a formula with several variables:
Start formula with an = sign then type in PMT(C2/12,D2,-B2,0,1). Use the cell reference
number so you can copy a formula to the other cells. If you use the actual number
then you cannot copy the formulas. C2 is the interest rate divided by the number of months
in a year (12). D2 is the loan period, which in this case is one to five years.
B2 is the loan amount. Put a minus sign before B2. The 0 stands for the
future value of the loan. You want a 0 loan balance at the end of the loan period,
unless you have a balloon payment at the end (a balloon payment is a lump sum payment you
make at the end of a loan period). The 1 is the logical value or the number of
payments at the beginning of the time period. |
| Rate |
rate
is the interest rate for the loan |
| NPER |
nper
is the total number of payments for the loan |
| PV |
pv
is the present value (loan amount or present value) of the loan |
| FV |
fv
is the future value (last payment or cash value) at the end of the loan period. Put a 0 here |
| TYPE |
type
is the logical value or the number of payments at the beginning of the loan period. Put a
1 here |
|
Quattro Pro PMT Function
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Syntax: @PMT(Pv, Rate,
Nper) @PMT is an amortized payment.
Pv = A numeric value representing the amount borrowed (the principal).
Rate = A numeric value > -1, representing the periodic interest rate
(the fixed interest rate per compounding period).
Nper = A numeric value > 0, representing the number of periods of the
loan (the number of payments to be made) or investment (the number of compounding
periods).
@PMT calculates the fully amortized periodic payment needed to repay a
loan with a principal of Pv dollars at Rate percent per
period over Nper periods. It assumes that interest is paid at the end of
each period and the investment is an ordinary annuity (not an annuity due).
@PMT uses a
formula where,
P = principal
R = periodic interest rate
N = number of periods
You can enter the value for Rate
as a percent or a decimal; for example, 9.5% or .095. The amount you specify for Rate
must correlate with the unit used for Nper. In other words, if payments
are made and interest calculated annually, the amount entered for Nper
must represent years. If monthly, Nper must represent the number of
months the loan covers. To calculate monthly payments using an annual interest rate,
divide the interest rate by 12.
@PMT assumes
that the investment is an ordinary annuity.
Related @ functions: @PAYMT, @IPAYMT, and @PPAYMT
let you use an optional argument, Type, to indicate whether the
investment is an ordinary annuity or an annuity due.
@PMTC calculates payments based on semi-annual compounding.
Examples:
To calculate a monthly payment (paid on the last day of the month) for a three-year loan
of $10,000 at an annual 15% interest rate, enter:
@PMT(10000,15%/12,3*12)
= $346.65
You can also use @PAYMT
to figure this payment (the negative result means the money is out of your pocket): PAYMT(15%/12,3*12,10000,0,0)
= $-346.65
Other examples:
@PMT(1000,0.12,5)
= $277.41
@PMT(500,0.16,12)
= $96.21
@PMT(5000,16%/12,12)
= $453.65
@PMT(12000,0.11,15)
= $1,668.78
@PMT(10000,15%/12,36)
calculates a monthly payment for a three-year loan of $10,000 at an annual 15%
interest rate.
Note: The basic
function descriptions are all available in detail from the HELP menu in
Quattro Pro and Excel. Some of the information on this page is taken from both HELP
menus and is added as a supplement to the student's competency course and exam
preparation.
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page access since
February 1, 2000
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