### LOG

Returns the natural logarithm of a given number

**Syntax:**

**Usage:**

`
`

*result*=

**Log**(

*number*)

**Parameters:**

*number*
The number to calculate the natural log.

**Return Value:**

Returns the logarithm with the base

*e*(also know as the natural logarithm) of`.`*number***Description:**

There can be some confusion with this notation given that in mathematics the natural logarithm function is usually denoted

**LN**, while the logarithm of base 10 is often denoted as LOG. FreeBASIC, like most computer programming languages, uses LOG to denote the natural logarithm. The required*number*argument can be any valid numeric expression greater than zero. If`is zero, FreeBASIC returns a special value representing "-infinity", printing like "-Inf". If`*number*`is less than zero,`*number***Log**returns a special value representing "not defined", printing like "NaN" or "IND", exact text is platform dependent. If`is an uninitialized variable, -infinity is returned.`*number***Examples:**

'Find the logarithm of any base

Function LogBaseX (ByVal Number As Double, ByVal BaseX As Double) As Double

LogBaseX = Log( Number ) / Log( BaseX )

'For reference: 1/log(10)=0.43429448

End Function

Print "The log base 10 of 20 is:"; LogBaseX ( 20 , 10 )

Print "The log base 2 of 16 is:"; LogBaseX ( 16 , 2 )

Sleep

Function LogBaseX (ByVal Number As Double, ByVal BaseX As Double) As Double

LogBaseX = Log( Number ) / Log( BaseX )

'For reference: 1/log(10)=0.43429448

End Function

Print "The log base 10 of 20 is:"; LogBaseX ( 20 , 10 )

Print "The log base 2 of 16 is:"; LogBaseX ( 16 , 2 )

Sleep

The output would look like:

The log base 10 of 20 is: 1.301029995663981 The log base 2 of 16 is: 4

**Differences from QB:**

- None

**See also:**

Back to Math