Hi All RPL experts!
I am trying to see how an HP-50G can find the roots at least two simultaneous nonlinear equations. Does the function MROOT do the job. If so, how does one use it?
Namir
Question about MROOT function
|
|
« Next Oldest | Next Newest »
|
▼
Post: #17
11-08-2011, 12:17 PM
Hi All RPL experts! I am trying to see how an HP-50G can find the roots at least two simultaneous nonlinear equations. Does the function MROOT do the job. If so, how does one use it? Namir ▼
Post: #18
11-08-2011, 01:42 PM
Use MSLV. The manual is here: http://www.ele.uri.edu/faculty/vetter/Other-stuff/HP-calculators/HP-50g/HP_50g_advanced_users_reference_manual.pdf
▼
Post: #19
11-08-2011, 02:17 PM
See here for the AUR with linked contents, index and bookmarks: ▼
Post: #20
11-08-2011, 02:31 PM
Quote: Does this answer your question, Namir? ▼
Post: #21
11-08-2011, 11:15 PM
Hi Namir,
The (skimpy) AUR documentation makes no reference as to how the equations are to be stored in the EQ variable...(as a list, a vector, or what?). I tried both of the above to no avail. I got either
Can somebody post an example using this function? ▼
Post: #22
11-09-2011, 12:01 AM
My attempts to use MSLV have failed!!! I must say that TI does a MUCH BETTER job with the TI NSpire CX CAS. The machine makes it soooo easy to define how many equations, declare the variable names, and then enter the equations. You can optionally assign initial guesses AND specify the range for the solutions. My guess is that this is the work of an ex-HP employee. Namir
Edited: 9 Nov 2011, 7:22 a.m. ▼
▼
Post: #24
11-09-2011, 07:52 AM
Anyway, I made an animated GIF of me using MSLV once:
First enter the equations, then the variables, then the initial guess. Those are all entered as row vectors. ▼
Post: #25
11-09-2011, 09:21 AM
Quote:
So the syntax is:
Post: #26
11-09-2011, 10:29 AM
Very nice!! I will try again!! I know the HP-50G is a very capable machine. It should be easy to solve the multiple roots for two or three nonlinear equations. Namir
PS: It worked. I realized my mistaked. Here is the example: x*y-4=0
I entered the following: ['X*Y-6','X^2+Y^3-31'] Originally I was leaving out the single quotes and getting syntax error messages from the machine. When I made the correct input and then executed MSLV, I watched the machine update the guesses for the roots (at the top of the LCD) as they converged to the solutions x=2 and y=3. Thanks!!
Edited: 10 Nov 2011, 5:02 a.m. after one or more responses were posted ▼
Post: #27
11-09-2011, 12:09 PM
I don't have my HP50g here to test this with, but I don't think I do it with the "entering quotes" method. I'll probably go to Matrix Writer to enter the vectors, and from there Equation Writer to enter the equations (or if you prefer RPN, build up the equations on the stack, then copy and past them into Matrix Writer). I think the Matrix Writer defaults to Vectors (if it's 1xn or nx1), so if you enter them on a row, the syntax should work itself out for you. Also, (2,3) doesn't solve x*y-4=0... ▼
Post: #28
11-10-2011, 05:03 AM
Ooops! That was a typo. I meant: X*Y-6=0 I corrected that in my original message. Namir
Post: #29
11-09-2011, 09:18 AM
Quote: Use STEQ to store the equation. It is in the catalog or it can be typed.
Post: #30
11-09-2011, 12:02 AM
Bart, Thanks for the bookmarked version of the AUR manual. I know it is a lot of work to add the bookmarks.
Namir Edited: 9 Nov 2011, 7:23 a.m.
Post: #31
11-09-2011, 11:12 AM
Well, certainly MSLV has been de-cloaked and shown to work very well. ▼
Post: #32
11-09-2011, 02:16 PM
Hello, > Has anybody gotten MROOT to work? MROOT is used in HP's EQNLIB and in mine through GUIMES. It is explained in the original documentation of HP's EQNLIB and in my documentation to GUIMES.
HTH, |