HP50G Bisection methode
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07-29-2015, 11:31 AM
Post: #3
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RE: HP50G Bisection methode
(07-24-2015 12:01 PM)tigger Wrote: I would like to program the Bisection Methode. The root for y=x^5 (or for any y=x^n) is zero, not in the interval [1, 2]. You can start with an interval of, say, [-1, 1]. Namir |
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Messages In This Thread |
HP50G Bisection methode - tigger - 07-24-2015, 12:01 PM
RE: HP50G Bisection methode - Gilles - 07-24-2015, 04:35 PM
RE: HP50G Bisection methode - Namir - 07-29-2015, 11:37 AM
RE: HP50G Bisection methode - Namir - 07-29-2015 11:31 AM
RE: HP50G Bisection methode - acser - 10-02-2020, 11:30 PM
RE: HP50G Bisection methode - Albert Chan - 10-03-2020, 02:03 AM
RE: HP50G Bisection methode - Albert Chan - 10-04-2020, 03:04 PM
RE: HP50G Bisection methode - acser - 10-07-2020, 09:15 PM
RE: HP50G Bisection methode - John Keith - 10-08-2020, 11:55 AM
RE: HP50G Bisection methode - acser - 10-08-2020, 12:55 PM
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