The_Bean @ Sun Jan 25, 2009 12:16 am wrote:
Extract:
--intpart = floor(num)
--realpart = num-floor(num)
AnyRoot:
--result num**(1/root)
In PRand:
Real:
- result LowValue+(HighValue-LowValue)*Rand.Real
--intpart = floor(num)
--realpart = num-floor(num)
AnyRoot:
--result num**(1/root)
In PRand:
Real:
- result LowValue+(HighValue-LowValue)*Rand.Real
I didn't think about coding these functions this way when I wrote them...they make perfect sense now that I see them.
The_Bean @ Sun Jan 25, 2009 12:16 am wrote:
Log10:
--ln(num)/ln(10)
Log:
--ln(num)/ln(base)
--ln(num)/ln(10)
Log:
--ln(num)/ln(base)
I didn't think I could use the ln function to do this!
The_Bean @ Sun Jan 25, 2009 12:16 am wrote:
Slope:
--watch out for x1=x2
--watch out for x1=x2
Right, if X2 and X1 are the same than X2 - X1 would result in zero which would cause the slope to be undefined, thus resulting in an error from Turing.
The_Bean @ Sun Jan 25, 2009 12:16 am wrote:
Distance2D:
--Math.Distance()
RightHyp:
--Math.Distance()
Abs:
--already built in abs()
Sign:
--already built in sign()
In PString:
Upper:
--built in turing Str.Upper()
Lower:
--built in turing Str.Lower()
Repeat:
--built in turing repeat()
--Math.Distance()
RightHyp:
--Math.Distance()
Abs:
--already built in abs()
Sign:
--already built in sign()
In PString:
Upper:
--built in turing Str.Upper()
Lower:
--built in turing Str.Lower()
Repeat:
--built in turing repeat()
I know that I could of just used the native Turing functions in place of these, but I included them to show how the functions could be created. I commented out these functions (except for RightHyp) so that the module is more of an extention to Turing, and just left them commented out for educational use.
Thanks for pointing out the above, I have credited you for the changes and have changed my code appropriately. It's always good to get suggestions for your work! Makes it much better
!