ERF
Syntax:
ERF ( lower-bound [ , upper-bound ] )
Description: Computes the error function integrated between lower-bound and upper-bound.
Mathematical Formula:
If upper-bound is omitted:
If upper-bound is present:
Arguments:
Name |
Type |
Description |
---|---|---|
lower-bound |
number |
The lower bound for integrating |
upper-bound |
number |
The upper bound for integrating |
Return Type and Value: number – The error function integrated between lower-bound and upper-bound.
However, if
lower-bound is negative,
#NUM!
is returned.upper-bound is negative,
#NUM!
is returned.
example: