Thank you very much! This helped me a lot ^^ I couldn't find any video on this subject. I have a question,I'm not sure if what I did it's right. If I have a system of DE like this one y'1=4*y1+6*y2 y'2=2*y1+3*y2+x how does the matrix for the yp look? like this ({0},{1})?
Thanks for posting. I used to have the same problem mispronouncing "homogeneous" (or "non-..."). Consequently I also misspelled it occasionally, as you have at the top of your whiteboard. Think "genius" when you pronounce it, and you can probably correct this tendency over time. Just trying to help.
thx bud our teacher was teaching it in an extremely formal way so didn't understand a thing till I watch this. thx again
So easy to understand
Thanks so much
Suddenly this comes out. Real great help
Thank you very much! This helped me a lot ^^ I couldn't find any video on this subject. I have a question,I'm not sure if what I did it's right.
If I have a system of DE like this one
y'1=4*y1+6*y2
y'2=2*y1+3*y2+x
how does the matrix for the yp look? like this ({0},{1})?
Thanks for posting. I used to have the same problem mispronouncing "homogeneous" (or "non-..."). Consequently I also misspelled it occasionally, as you have at the top of your whiteboard. Think "genius" when you pronounce it, and you can probably correct this tendency over time. Just trying to help.
thanks this was VERY helpful
Thank you so much!
3x4=9????
Thanks so much sir
thx much!
Will the particular way work for e^(-t)? any other sort of g(t)?
Polynomials, sin functions, exponential like this one, constants, that's all I know off the top of my head
Same as in the linear nonhomogenous differential equations, this is a generalization of the method of undetermined coefficients
thanks
Legend
Thanks man, great Video!
my prof would get so mad if I said homogenous instead of the correct homogeneous.