calculate the ln of a number?

hey, i was wondering if there was a function you could use to find the ln of a number ( such as: ln(2) ). i've done some searching on google about it, but either i've been using the wrong keywords or i didn't look deep enough, lol. i also tried declaring a double and having this:

Code:

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lntwo = ln(2);

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which..doesn't work. lol thanks :)

Code:

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lntwo = log(2);

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Code:

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log(2) != ln(2)

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:(

Then you need to base convert it.

Code:

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log(2) / log(2.7182)

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http://mathforum.org/library/drmath/view/55568.html

http://www.rt.com/man/log.3.html

Quote:

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The log() function returns the natural logarithm of x.

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Code:

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#include <stdio.h>
#include <math.h>

int main(void)
{
  double lntwo = log(2);
  printf("lntwo = %g\n", lntwo);
  return 0;
}

/* my output
lntwo = 0.693147
*/

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Ha...maybe you don't. My bad.

awesome :) thank you

Hehe I was wondering if you'd fail for that :)

Remember in higher mathematics when you say log you are really saying ln not log10

Quote:

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Originally Posted by Thantos

Hehe I was wondering if you'd fail for that :)

Remember in higher mathematics when you say log you are really saying ln not log10

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Well it depends, many universitybooks log for base e (2.71...) denote like ln while log is actuallly log10. That is on also used on windows calculator. But in programming world and because of programming world log denots ln not log10. For example in MATLAB, C and C++ (and many others prog languages) log means ln.

And just in case you wondering about pianorain's formula consider this problem.
How to calculate logarithm log4(15) (base is 4)?
Simple
Let log4(15) is equal x so x = log4(15). Now that means 4^x = 15.
Now if we take logarithm (base e ln ) we have ln(4^x) = ln(15)=>
x*ln(4) = ln(15) (logarithms property)=> x=ln(15)/ln(4). And remeber now what x is?
x is log4(15). That means we got a formula for logarithms converting: log4(15) = ln(15)/ln(4).
On you0re calaculator you usually don't have opportunity to calculate logarithms for different bases (usually e and 10) so knowing this makes calculation of logarithm of any base simple.
I don't know why I wrote this.
Maybe someone will find it useful.

Micko

Quote:

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Well it depends, many universitybooks log for base e (2.71...) denote like ln while log is actuallly log10. That is on also used on windows calculator. But in programming world and because of programming world log denots ln not log10. For example in MATLAB, C and C++ (and many others prog languages) log means ln.

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I haven't see log in my text books since trig or so. You know why log is ln in programming langauges? Because they were created by mathematicans ;)