HP Prime can't solve some nonlinear system of equations
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11-03-2019, 03:45 PM
(This post was last modified: 11-03-2019 03:53 PM by rombva.)
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HP Prime can't solve some nonlinear system of equations
The HP Prime G2 with last SW version can't solve these systems, but xCas solves it properly excluding example 2):
1) solve([x^2+y^2=a,1/x^2+1/y^2=b],[x,y]) G2 doesn't response while solving it. 2) solve([z^x=x,z^y=y,y^y=x],[x,y,z]) G2 returns a "Bad Argument Value" error. 3) solve([x^2-(y-z)^2=a,y^2-(z-x)^2=b,z^2-(x-y)^2=c],[x,y,z]) G2 returns an empty list []. The last beta emu unexpectedly closes after a few seconds. 4) solve([x^2+y^2=a*x*y*z,y^2+z^2=b*x*y*z,z^2+x^2=c*x*y*z],[x,y,z]) G2 returns only a [0 0 0]. The last beta emu unexpectedly closes after a few seconds. 5) solve([2*(x^2+y^2)=x*y*z,10*(y^2+z^2)=29*x*y*z,5*(z^2+x^2)=13*x*y*z],[x,y,z]) G2 returns an answer with variables x, y and z. 6) solve([4*x*y+x^2+y^2=1,8*x*z+x^2+4*z^2=-2,8*y*z+y^2+4*z^2=1],[x,y,z]) G2 returns an answer with variables x, y and z. I discovered that while running some tasks the HP Prime's busy icon doesn't appears on the upper right corner of the screen. |
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Messages In This Thread |
HP Prime can't solve some nonlinear system of equations - rombva - 11-03-2019 03:45 PM
RE: HP Prime can't solve some nonlinear system of equations - Simone Cerica - 11-04-2019, 09:43 AM
RE: HP Prime can't solve some nonlinear system of equations - Albert Chan - 11-04-2019, 12:40 PM
RE: HP Prime can't solve some nonlinear system of equations - rombva - 11-04-2019, 12:53 PM
RE: HP Prime can't solve some nonlinear system of equations - rombva - 11-05-2019, 08:39 AM
RE: HP Prime can't solve some nonlinear system of equations - parisse - 11-05-2019, 04:15 PM
RE: HP Prime can't solve some nonlinear system of equations - rombva - 11-06-2019, 02:48 AM
RE: HP Prime can't solve some nonlinear system of equations - compsystems - 11-05-2019, 10:02 PM
RE: HP Prime can't solve some nonlinear system of equations - parisse - 11-06-2019, 08:37 PM
RE: HP Prime can't solve some nonlinear system of equations - rombva - 11-07-2019, 03:02 AM
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