(xy^2+x)dx+(yx^2+y)dy=0 #VariablesSeparable #DifferentialEquations L372
Hey, People!
Here is a video of differential equation, we have solved it using variables are separable method. I hope you will definitely like this video.
Thank you!
Note:
* Ensure that you choose suitable formula of integration.
For more such content👇
https://youtube.com/playlist?list=PL6vHH7r-gTdDeLncm6O2V3Fq0X-ZpHvs1
Thank you one and all for your lovely support😊.
I'm so delighted to see all such positive comments.
Thanks a lot!
Stay tuned to 'Maths Pulse'.
Get rid of 'Maths Phobia'.
Have a happy learning!
#differentialequations #variablesseparable #variablesareseparablemethod #mathspulse #chinnaiahkalpana #mpvariablesareseparablemethod #grade12maths #grade12mathematics #polytechnicmathematics #engineeringmathematics #maths #math #mathematics #calculus #differentialcalculus
Видео (xy^2+x)dx+(yx^2+y)dy=0 #VariablesSeparable #DifferentialEquations L372 канала Maths Pulse - Chinnaiah Kalpana
Here is a video of differential equation, we have solved it using variables are separable method. I hope you will definitely like this video.
Thank you!
Note:
* Ensure that you choose suitable formula of integration.
For more such content👇
https://youtube.com/playlist?list=PL6vHH7r-gTdDeLncm6O2V3Fq0X-ZpHvs1
Thank you one and all for your lovely support😊.
I'm so delighted to see all such positive comments.
Thanks a lot!
Stay tuned to 'Maths Pulse'.
Get rid of 'Maths Phobia'.
Have a happy learning!
#differentialequations #variablesseparable #variablesareseparablemethod #mathspulse #chinnaiahkalpana #mpvariablesareseparablemethod #grade12maths #grade12mathematics #polytechnicmathematics #engineeringmathematics #maths #math #mathematics #calculus #differentialcalculus
Видео (xy^2+x)dx+(yx^2+y)dy=0 #VariablesSeparable #DifferentialEquations L372 канала Maths Pulse - Chinnaiah Kalpana
Показать
Комментарии отсутствуют
Информация о видео
8 июля 2021 г. 16:01:33
00:11:22
Другие видео канала
y"-2y'=e^xSinx, y2-2y1=e^xSinx, d^2y/dx^2-2dy/dx=e^xSinx Part3 #Variationofparameters Lk,09y"-2y'=e^xSinx, y2-2y1=e^xSinx, d^2y/dx^2-2dy/dx=e^xSinx Part2 #Variationofparameters Lk,09y"-2y'=e^xSinx, y2-2y1=e^xSinx, d^2y/dx^2-2dy/dx=e^xSinx Part1 #Variationofparameters Lk,09y"-2y'+2y=e^xTanx, (D^2-2D+2)y=e^xTanx Part3 #Variationofparametes L1k,08y"+y=CosecxCotx, (D^2+1)y=Cosecxcotx #Variationofparameters part-1 L1k,06#Shorts #mathsbasics#shorts #typesoflogarithms#shorts #naturallogarithm#shorts #basicmathsd^2y/dx^2-(x/x-1)dy/dx+y/x-1=x-1 #Reductionoforder L965x^2y"+xy'-9y=0 given y=x^3 is a solution. #Reductionoforder L964xy"-(2x-1)y'+(x-1)y=0 #Reductionoforder L963xy"-(2x+1)y'+(x+1)y=x^2e^x #Reductionoforder L962x^2y"-(x^2+2x)y'+(x+2)y=x^3e^2x #Reductionoforder L961x^2y"-xy'+y=0, given y=x... #Reductionoforder L958sin^2xd^2y/dx^2=2y, given y=cotx... #Reductionoforder L957(x^3D^3+3x^2D^2+xD+1)y=xlogx #CauchyEulerLinearEquation L955(x-1)y"-xy'+y=1 #Reducionoforder L954(1-x^2)y2-xy1-a^2y=0 given y=e^aarcsinx.. #Reductionoforder L953y"+(1-cotx)y'-ycotx=sin^2x, given y=e^-x.. #Reductionoforder L952x^2d^2y/dx^2+xdy/dx-9y=0, given that y=x^3.. #Reductionoforder L951