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Roots - intersection points - Trouble with finding intersection points of a line and a parabola using "roots" command. - Mensajes
Good afternoon everyone.
I'm using the "roots" command, but I'm not getting the two points where the line intersects the parabola. The command gives me only one result and omits the other point. Attached is the file and image of the problem. How can I find both intersection points?
Roots.sm (8,44 KiB) descargado 1364 vez(es).

I'm using the "roots" command, but I'm not getting the two points where the line intersects the parabola. The command gives me only one result and omits the other point. Attached is the file and image of the problem. How can I find both intersection points?
Roots.sm (8,44 KiB) descargado 1364 vez(es).
WroteI'm using the "roots" command, but I'm not getting the two points where the line intersects the parabola. The command gives me only one result and omits the other point. Attached is the file and image of the problem. How can I find both intersection points?
As doctored ... Jean
Roots Doctored.sm (9,38 KiB) descargado 1384 vez(es).
'roots' is essentially based on differentiable function.
Often, in Engineering works you don't have differentiable functions,
Gamma(x), spline fit ... etc.
In those cases, use the X(Φ,a,b,ε) utility.
Cheers ... Jean.
roots Gamma(x).sm (18,54 KiB) descargado 1366 vez(es).
Often, in Engineering works you don't have differentiable functions,
Gamma(x), spline fit ... etc.
In those cases, use the X(Φ,a,b,ε) utility.
Cheers ... Jean.
roots Gamma(x).sm (18,54 KiB) descargado 1366 vez(es).
Here your solution solved with maple plugin.
No need to enter guess points for this.
Maxima can solve it too, similarly.
Regards
PS: MapleCorrect() function can be found here.
Assign() function can be used instead of str2num() + num2str() + strrep().

No need to enter guess points for this.
Maxima can solve it too, similarly.
Regards
PS: MapleCorrect() function can be found here.
Assign() function can be used instead of str2num() + num2str() + strrep().

Wrote
PS: MapleCorrect() function can be found here.
Assign() function can be used instead of str2num() + num2str() + strrep().
My personal favourite way to handle solver results is Davide's at() substitution function.
![2023-04-16 01_39_35-SMath Solver - [Einheitenumrechnung.sm_].png](/es-ES/files/Download/LmNhk6/2023-04-16-01_39_35-SMath-Solver---[Einheitenumrechnung.sm_].png)
Technische Mechanik mit SMath Studio: https://link.springer.com/book/10.1007/978-3-658-50592-9
Wrote'roots' is essentially based on differentiable function.
Often, in Engineering works you don't have differentiable functions,
Gamma(x), spline fit ... etc.
In those cases, use the X(Φ,a,b,ε) utility.
Many Smath built-in functions are not differentiable.
diff(▄ ▄) not defined ... Airy example attached.
roots Airy.sm (11,05 KiB) descargado 1341 vez(es).
WroteHi. This is another way.
What the heck? Can we use maple keywords if they are written as `function`?
This is so mind-blowing, thanks Razonar.
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Alvaro 17/4/2023 17:27:00
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