♦Functions
are predefined formulas that
perform calculations by using specific values, called arguments, in a
particular order, called the syntax or structure . For example, the SUM function adds
values or ranges of cells, and the PMT function calculates the loan payments
based on an interest rate, the length of the loan, and the principal amount of
the loan.
♦Arguments can be numbers, text, logical values such
as TRUE or FALSE, or cell references. The argument you
designate must produce a valid value for that argument. Arguments can also be
constants, formulas, or other functions.
♦The syntax of a function begins with the function name, followed by
an opening parenthesis, the arguments for the function separated by commas, and
a closing parenthesis. If the function starts a formula, type an equal sign (=)
before the function name. As you create a formula that contains a function, the
Formula Palette will assist you.
♦In the following illustration, SUM is the
function name, F4 and F10 are the arguments separated by the colon
which is the reference operator indicating a range of cells. Note the syntax:
the nction name comes first, then the opening parenthesis, the arguments, and
finally the closing parenthesis.
Common
Functions►
Example and Description
|
Function
|
SUM(F4:F10)
The sum of the values in
the specified range.
|
SUM
|
COUNT(B4:B10)
The number of items in the specified range.
|
COUNT
|
AVERAGE(F4:F10)
The average of the values in the specified range.
|
AVERAGE
|
MAX(F4:F10)
The largest value in the specified range.
|
MAX
|
MIN(F4:F10)
The smallest value in the specified range.
|
MIN
|
STDEV(F4:F10)
An estimate of the standard deviation of the population (your
selection), where the sample is all of the data to be
summarized.
|
STDEV
|
VAR(F4:F10)
An estimate of the variance of the population (your selection),
where the sample is all of the data to be summarized.
|
VAR
|
TODAY( )
Displays the current date.
|
TODAY
|
NOW( )
Displays the current date and time.
|
NOW
|
ABS(A2)
Returns the absolute value of the number in cell A2.
|
ABS
|
ROUND(A2,2)
Rounds the number in A2 to 2 decimals.
|
ROUND
|
SQRT(A2)
Returns a positive square root.
|
SQRT
|
»Entering
Functions
Assume you want to enter the SUM function in cell F11 as in the previous example. There are different ways to do
that:
1- Select
the range F4:F11
(make sure to select the cell that will host the sum value).
►OR you can do the same through the following
procedure:
1- Click
the cell in which you want to enter the formula (cell F11 in this case).
2- To
start the formula with the function, click in the formula bar, or simply type
an equal sign.
3- Click
the down arrow next to the Functions
box.
4-Select the function
you want to use. If the function does not appear in the list, click More Functions for a list of additional functions.
5- Enter
the arguments.
6- When
you complete the formula, press ENTER.
►OR you can also do as follows:
1-Click
the cell in which you want to enter the formula (cell F11 in this case).
2- Click
the Insert Function button ,The Insert Function box will appear:
3-Select the function
you want to use. Excel will suggest arguments for the function. You
can either accept or change these
arguments:
4-Press OK
»Nesting Functions
Functions
can be used as arguments for other functions. When a function is used as an
argument, or nested, it must return the same type of value that the argument
uses, for example, if the argument returns a TRUE or FALSE value, then the
nested function must return a TRUE or FALSE. If a nested function does not
return the correct type of value,
Microsoft
Excel will display a #VALUE! error value. The following is an example
of a nested function:
►Nesting level limits: A
formula can contain up to seven levels of nested functions. When Function B is
used as an argument in Function A, Function B is a second-level function. For
instance, the AVERAGE function and the SUM function are both second-level
functions because they are arguments of the IF function. If Function B contains
Function C as an argument, Function C would be a third-level function.
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