HP 11C real root finder [Newton Method]
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01-15-2014, 08:38 PM
Post: #8
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RE: HP 11C real root finder [Newton Method]
Namir, sorry that I was not able to express myself clearly. I wanted to point out that I do not think it's a good idea to use h = 0,01 or 0,001 for any value below 1. This may lead to significant errors since h may be much, much larger than x. For instance, if x = 1E-10, h = 1E-3 is not recommended. Here, h = 1E-13 should be better.
That's why I prefer to set h = 0,001 x or similar. With the only exception x=0 where x may be 0,001. (01-15-2014 05:53 AM)Namir Wrote: Until I realized one day that .01*(|x|+1) does the job and eliminates the need for labels and GOTOs. I recently started using .001 instead of 0.01. Using the expression for h ensures that if x=0, h is not zero. This can be coded this way, for instance: Code: X=0? Or even more elegant on the 34s: Code: X=0? Dieter |
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Messages In This Thread |
HP 11C real root finder [Newton Method] - Carlos CM (Mexico) - 01-09-2014, 11:59 PM
RE: HP 11C real root finder [Newton Method] - Thomas Klemm - 01-10-2014, 12:57 AM
RE: HP 11C real root finder [Newton Method] - Carlos CM (Mexico) - 01-10-2014, 05:28 PM
RE: HP 11C real root finder [Newton Method] - Namir - 01-12-2014, 08:31 AM
RE: HP 11C real root finder [Newton Method] - Dieter - 01-12-2014, 01:26 PM
RE: HP 11C real root finder [Newton Method] - Namir - 01-15-2014, 05:53 AM
RE: HP 11C real root finder [Newton Method] - Dieter - 01-15-2014 08:38 PM
RE: HP 11C real root finder [Newton Method] - Thomas Klemm - 01-14-2014, 08:56 PM
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