Separable differential equations introduction | First order differential equations | Khan Academy
966K views · Sep 23, 2014 · Education
Comments · 109
@kurkwelch773 · 7 years ago
Why does this one guy literally know EVERYTHING
484
@jackrotter9434 · 5 years ago
I understand you much easier than my Russian native diff eq professor haha!
60
@dogeeatsveggies · 10 years ago
fucking support this channel everyone i hope in 2050 this guy will be recognized by MORE people and he makes it into history books and he becomes a fucking legacy.. not only sal.. but the etire khan acad team..
77
@whitwat · 2 years ago (edited)
Idk why but your voice is incredibly calming and love your explanation on these concepts
7
@victorfrancis919 · 7 years ago
Khan Academy savior of all exams!
37
@MwansaTaizya · 3 years ago
He has is own way of making people understand within minutes 🥺 thank you for being the best tutor
10
@thealexgalaxyoriginal · 11 years ago
<a href="https://www.youtube.com/watch?v=DL-ozRGDlkY&t=154">2:34</a> "Little more space" lol
33
@exol3024 · 9 years ago
thank you for this sir!
7
@ankursingh3866 · 9 years ago
Nice job good learning system help all out thank u
1
@amjedsenpai · 9 years ago
thank you khan academy
3
@LovinaVargasOfItalia · 10 years ago
Thank you for your "advice".
1
@thestructuralanalysismatri590 · 5 years ago (edited)
In beams problem we can apply this call separable differential equations , and I have come across with hinged beam ,where moment is zero at the hinge, and also x=L, so (L,0) is a coordinate point, initial condition , given information to find a particular solution ( M=Mx) moment function to a higher degree order differential equation which it only takes place within a member and linked with constrain of the structure, the use of principle of superposition will help us to analyse redundant forces by setting derivative forms.I would like to share my experience....any emai?
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