Separable differential equation

[@yangkey5835]

Thank you so much. I'm always searching for this for almost 1 week and now I found it

[@martind2520]

The y = 0 solution exists in the original general solution, when k = infinity.

[@humairaapatel]

Thank you so much for these videos! huge help :)

[@nevernotlearninganything]

question, I'm pretty bad at Math, why was C4 written first instead of -1/2x^2?

[@plislegalineu3005]

it doesn't matter 2 - 3 = 2 + (-3) = (-3) + 2 = -3 + 2 a - b = a + (-b) = (-b) + a = -b + a

[@leibnitzchana2945]

amigo! tienes un video de como solucionar la ED: dy/dx=y^2-4. Thanks

[@ivy60725]

Love ur videos, thank you ~~

[@jesuslimbertclarosclaros8842]

Ecuacion diferencial exacta????

[@leif1075]

Didn't everybody,else just forget about the stupid constant and get that y equals 2/x squared? Thats right too?

[@martind2520]

That's one of the solutions, when k = 0. (Except that you lost your negative somewhere.) The problem is that when solving differential equations you're looking for the general solution first and then identify the specific solution from specific information. You can't just assume the constant is 0 first.

[@tutstorial8474]

I thought dy/dx is a derivative of y wrt x ?

[@overlordprincekhan]

Yes, why not?

[@plislegalineu3005]

it is y = x² dy/dx = 2x dy = 2x dx ∫ both sides ∫ dy = ∫ 2x dx y = x² + c

[@karishmakaboor8967]

Thank you so much

[@danielaordonez6596]

No sé como termine viendo este video en inglés...pero por alguna razón entendí gracias 👍

[@john-athancrow4169]

Not x² y²!

[@HorizonSpeed26]

#yay

[@norzuraika3892]

Thnksss for the explaination

[@grason0011]

y(x)=0 ,is trivial solution.

[@AverageDiamondPlayer]

tyyyyyyyyyyyyyyy

[@AlgyCuber]

4 comments in 3 yrs it could be better

[@Aruthicon]

#yay

[@dilrubaparveen1173]

plz sir solve my question