Thanks for the video. I believe you forgot some primes on the left hand side of the equations around 20.10, maybe there a way to overlay a note on that.
A love how every video and example in my textbook is as easy as these ones but they my teacher pulls some crazy shit out of his ass the day before the test
Sir, if you have x, y, y' and y'' in the same equation How can we solve the equation? Can you give me an example. Because I am trying get a solution about that type of equation. Thanks
I don't think so because there are so many ways that a DE can be nonlinear. The y can be squared or inside of a sine, and same for the derivatives. There's too much variation to make a linear solution.
Hi, I have answered your question in my own video on how to solve your ODE at: ruclips.net/video/LOJ3Fii_Pas/видео.html. By the way, there are other solutions besides the one that I obtained for this particular case.
Thanks for taking the time to share your knowledge. Plz keep posting videos. God Bless
Thanks for the video. I believe you forgot some primes on the left hand side of the equations around 20.10, maybe there a way to overlay a note on that.
Are there any books that teach how to write as fast as you do? that's an amazing time-saver!
A love how every video and example in my textbook is as easy as these ones but they my teacher pulls some crazy shit out of his ass the day before the test
Well explained! I understood without confusion. Thanks!
you are a hero, keep slaying math B-)
Thanks for making life a little easier. :-)
super lecturer i appreciate you!!
Thank you very much but what happens if i am missing both x and y, is there any order of priority in that case?
Hi, how will I solve the diff equation of the following format.
y'(t) = y + f(t) y^n + g(t). Your solution is highly appreciated.
there's no y'', so the video method wouldn't be needed for it. this would require some other method.
that's bernoulli equation
@@vedmodikauratg1865 Thanks for the note. However, it is not a direct Bernoulli Equation.
amazing video thank you
how would you solve to get exact solution y^(viii)= e^(-x)y^2.with (0
Sir, if you have x, y, y' and y'' in the same equation How can we solve the equation? Can you give me an example. Because I am trying get a solution about that type of equation. Thanks
What do you do if you have y''=C*y^(-2) ?? that's what I'm trying to solve.
You essentially have y^2*dy/dx=C => y^2*dy=C*dx. Integrate both sides and you get (1/3)*y^3=Cx so y^3=3Cx, therefore y=3rdrootof(3Cx).
is there general form of non-linear differential equation? I think there is no such thing. Kindly clarify if anyone knows.
I don't think so because there are so many ways that a DE can be nonlinear. The y can be squared or inside of a sine, and same for the derivatives. There's too much variation to make a linear solution.
*general solution
how would you solve (y'')^2+(y')^2=1
3:25
Hi, I have answered your question in my own video on how to solve your ODE at: ruclips.net/video/LOJ3Fii_Pas/видео.html. By the way, there are other solutions besides the one that I obtained for this particular case.
thanks man
Thank you for sharing sir
y³=ax³+bx²+cx+d make a non linear differential equation of this