## Solving Systems Of Equations Using Sympy And Numpy (Python)

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In this video I go over two methods of solving systems of linear equations in python. One method uses the sympy library, and the other uses Numpy.

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In this video I go over two methods of solving systems of linear equations in python. One method uses the sympy library, and the other uses Numpy.

Source

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Why did u write " -1" in equation.2 when it is supposed to be " -y "? Lmao i don't get it π

P.s love ur vids β€

Squadfam out

Can you please tell me how I can solve something like this:

A = 12911

eq1 = Eq(A+y-x, 12912)

eq2 = Eq(eq1+y1-x1, 12333 )

Love from

!PakistanGreat video!!!! Thank you!

Whatβs does sp.function() I removed it and it still worked π

The second row be :

[3 . 0 . -1]

Do You know the trick to add space between variables in latex if I use it? Example "a, b = sp.symbols('a b'); a*b; will give "ab". So I prefer "a b". I have a solution : "a, b = sp.symbols('a~ b~'); but do You know something better ?

Can we do Gaussian Elimination with Sympy and/or Numpy?

Good video

Awesome bro

I got wrong result

Hm… Can we really say that SymPy and NumPy are equivalent when it comes to solving equations? One is based on symbolic algebra and the other one does calculations on raw numbers. Simple equations, where we already know the solution algorithm, can be solved with NumPy. Non-linear systems, where no variable or constant matrices may be easily defined, rely on SymPy. Also, SymPy non-linear solvers (numeric methods) are much more refined than NumPy. I would suggest using NumPy for complex math and array operations (also consider that NumPy is compatible with Numba – and may run with machine code speed), and relying on SymPy to solve equations where necessary.

the sp.Function lines are unnecessary

10:14 someone still has some python2 habits here π no f-print no braces

Dear Andrew Dotson,

Thank you for your video. Most helpful.

I was wondering if, perhaps, you could post some tips/techniques for evaluating the stability of ODE using Python.

Recently, there has been great development in that field using Python. One example is the LMFIT Python's library, which is most straitfoward for modelling linear and non-linear syatems. Nevertheless, we still lack a proper method for evaluating stability in an ODE system.

Hello Andrew Dotson!π I've been struggling with running codes in python? After I watched your video, maybe you can help me to complete my homework which is all about Systems of Nonlinear Equation? I wish you would notice me. π Godbless you and your youtube channel. More power to you.ππ―

what is the error in attribution for printing.int_printing(use_latex=True)

How would you code this if you wanted to do everything from scratch?

Would help if you had the code written out so we don't have to re-invent the wheel and type it all out?

what if this does not have any solution

I want to see how you do it with sympy

thank in advance

hi good stuff

can you please take for example lorentz or duffing nonliner system

thanks

Can we solve set of ODE numerically using python if we have supporting data in an Excel sheet, then would you please teach!!

Nice video. Since this video is over a year old, you may have figured this out by now. Using control-Enter is the same as having to move your mouse to click on run.Use that for about 10 minutes and it will become instinct. The little bit of time saved can add up over a long coding session.

Shut up, Ryan Reynolds. I can't focus on the math.

(EDIT: Ah, well, I should have known I wasn't going to be the only person to say that. Still, though. You could pass as his more serious cousin, Bryan Reynolds.)

the video was nice but would u like to give me the answer that what will be do by us when the solution must be infinite it gives an error

Do you know of any good tutorials on how to get Sympy and Numpy into Jupyter Notebooks?

useless, looking for trigonometric system of equations, not a simple linear one which can be found all over the internet. Really no need for a dragged out 15 minute video on it

guy you are genius, but your face does not convey any sort of code to us, plz reduce your face and increase the code detail, have a good day sir

You look like Ryan Reynolds. Very informative vid.

When I import sympy it gives error ..That no moduled named sympy….Why??

print Statement must be surrounded in(" parenthesis") for upto date working!!

0:00 "What's going on, smart people!" – There. That's where you lost me. π Just kidding. Nice video. I didn't know about the latex trick. Thank you for sharing.

Is it possible to solve this with a step by step solution? Like Wolfram Alpha does?

Hey can you integrate (3x^2 + 1) using this library to get output as x^3 + x?

If so, can you explain the procedure for this? Needed help for this asap

how can I assign the values to the variables?

cool done watch until end.