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cowsgomoo
I'm looking for june 04 S1 OCR please.
Does anyone know where I can find that?
Does anyone know where I can find that?
I don't think OCR papers can generally be found on the internet - at least not in my experience. Best bet would probably to ask at school.
http://ocw.mit.edu/OcwWeb/Mathematics/18-06Spring-2005/VideoLectures/index.htm
Some video-lectures... Haven't watched _these_ but did listen to some others, which I'd recommend.
edit: http://www.cs.utk.edu/~dongarra/etemplates/node5.html (Textbook on eigenvalues...)
Some video-lectures... Haven't watched _these_ but did listen to some others, which I'd recommend.
edit: http://www.cs.utk.edu/~dongarra/etemplates/node5.html (Textbook on eigenvalues...)
Here are more MIT lectures... on differential equations this time...
http://ocw.mit.edu/OcwWeb/Mathematics/18-03Spring-2006/VideoLectures/index.htm
http://ocw.mit.edu/OcwWeb/Mathematics/18-03Spring-2006/VideoLectures/index.htm
I've been watching these for a few days now.
Differential Equations MIT lectures:
First one is interesting, you should watch it.
Second is tedious (numerical methods) and seems ok to skip as far as I can see.
Third is the integrating factor method from FP1, so the lecture is skippable if you've done that (for future lectures you might want to know the cooling/concentration laws -> dT/dt = k(T_e - T) where T_e is environmental temperature. Concentration law is identical with concentration for temperature).
Fourth is two first order cases and which substitutions to use. Interesting. This is as far as I've got, now I'm going to do 'recitation' number 4.
Linear Algebra:
First lecture is interesting, explaining how to represent simultaneous equations with matrices.
Second lecture attempts to introduce elimination but oh dear god he explains it badly, I gave up half way through the example.
Differential Equations MIT lectures:
First one is interesting, you should watch it.
Second is tedious (numerical methods) and seems ok to skip as far as I can see.
Third is the integrating factor method from FP1, so the lecture is skippable if you've done that (for future lectures you might want to know the cooling/concentration laws -> dT/dt = k(T_e - T) where T_e is environmental temperature. Concentration law is identical with concentration for temperature).
Fourth is two first order cases and which substitutions to use. Interesting. This is as far as I've got, now I'm going to do 'recitation' number 4.
Linear Algebra:
First lecture is interesting, explaining how to represent simultaneous equations with matrices.
Second lecture attempts to introduce elimination but oh dear god he explains it badly, I gave up half way through the example.
Speleo
The NRICH board annoys me. It's so uptight.
Interesting. I think I might be similar: I enjoy the TSR atmosphere more than that on NRICH for two main reasons. First, I prefer the more casual, chatty nature of the Maths board here. Second, I like the number of other forums here, which I can all access on one account and site, instead of having to go to a number of boards, eg. D&D/GD/Phys.
This is really only my personal preference, though. I'm sure many other people prefer the (stricter) NRICH board.
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