(11C) Three Solvers
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07-30-2019, 01:10 PM
(This post was last modified: 11-01-2021 07:47 AM by Gamo.)
Post: #1
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(11C) Three Solvers
Program use for Equation Solving solution of f(x)=0
This program can be use for three type of solvers [A] Bisection Method use Two Guess X1 [ENTER] X2 [B] Secant Method use Two Guess X1 [ENTER] X2 [C] Newton Method Use One Guess The accuracy result is based on you decimal setting. FIX 0 - 9 Program is credit to J T Patterson who make this possible. More information at his page at: http://www.jepspectro.com/htmDoc/BisecnewtP.htm -------------------------------------------- Example: To solve for X^X = 12345 Put f(x) = 0 routine at [LBL] E LN LSTx x RCL 6 // use Storage Register 6 for 12345 LN - RTN Steps to run solver: USER mode and FIX 5 12345 STO 6 4 ENTER 6 [A] display 5.51659 Answer: X = 5.51659 using guess X1_4 and X2_6 --------------------------------------------- Program: Code:
Gamo |
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06-22-2020, 04:54 AM
(This post was last modified: 06-22-2020 08:14 AM by Gamo.)
Post: #2
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RE: (11C) Three Solvers
This solver is good to run on HP-11C, it run fast by depending on
your FIX accuracy value and user who not good at stacks manipulation. This solver use Register 1 for the unknow X in the equation simply use R1 for all X in your equations as shown in the example below. Enter your equations with your X on R1 Enter educated guess and press [A] Example: [USER] [FIX 4] Find X with this equation: 55X^3 + 21X^2 - 11X - 1111 = 0 Enter f(x) equation to Lable [E] [GTO] [E] g [P/R] this steps direct to f(x) routine RCL 1 3 Y^X 55 x RCL 1 X^2 21 x + RCL 1 11 x - 1111 - RTN g [P/R] Enter Guess: 4 [A] took about 20 second answer X=2.6253 Program: Code:
Gamo 6/22/2020 |
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