Series Solutions of Differential Equations Mini-Lecture
Uploader Comments (smartissexy)
Top Comments
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This is fantastic. I wish my prof could explain it like this.
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Thanks!
All Comments (78)
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I am very happy to see the vidoe from you, hopefully the others also are happy for You A brief introduction to the method of solving differential equations using power series. Intended for students in a first-year calculus sequence.
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Steady I Really Like This Video A brief introduction to the method of solving differential equations using power series. Intended for students in a first-year calculus sequence.
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Good, I like that you share this video, I wish success always A brief introduction to the method of solving differential equations using power series. Intended for students in a first-year calculus sequence.
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@burgerking220 you do a better job then
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missed my 2hr differential equations class (over slept) and all i have to say is thank you SOOO much lol you don't even know. might not have explained everything i need to know but it helped tons for 10min!!!
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Oh my cosh thank you so much, that was so useful! What a legend... Keep up the good work :)
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Dude, i have an exam tomorrow, and this video saved my life, you are better than my lecturer, thanks.
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@burgerking220 i don't know why you would say that, he's actually making it really clear; especially considering this is not an easy topic to teach
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worse explanation ever!
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thankyou awesome video
dont understand any of that. Then again I'm only a GCSE student. But how can 'y' an unknown variable be equal to a0 + a1x + x(squared) + .... How does any of that make sense ? it doesn't for me anyways. Im only 16, but plz try to explain as best u can
surgeonhashmi 4 years ago
That's because y is not a variable, it is an unknown function of x. The solution of a differential equation is a function, and we assume that function can be written just using powers of x (x, x squared, etc).
smartissexy 4 years ago 3
writing out terms in zigma notation would be clearer that method is clear too...
metalhead666fucker 4 years ago
Yeah, it's often a matter of personal choice, and I chose this method essentially because thats how it was presented in the course I was TA'ing at the time. The full sigma method can be more powerful, but I find it less obvious.
smartissexy 4 years ago
why didnt you write out summation sign and then take it from there? it would have been much clearer
imperialcoll 4 years ago
I'm not sure what you're asking? Do you mean solving the differential equations leaving them in sigma notation and finding a recurrence relation? If so, it just wasn't the way the method was approached in this particular course, though it is a good one.
smartissexy 4 years ago