For all of your notes...

All this maths.

Jesus smurfing christ.

Notes usually help me in certain subjects, like Biology, not so much anything else.

thanks for saving me the effort to type up rolle's theorem and mean value theorem for functions :D

Back to integrationing:

Mean Value Theorem (integrals):
if f() is continuous on [a,b] (closed interval)
∃ a value "c" somewhere on [a,b] (inclusive) where
_a∫^b f(x)dx = f(c)(b-a)

Average Value:
f(c) = Avg value of f
If f is integrable on [a,b]
then avg value =
1/(b-a) _a∫^bf(x)dx

Second Fundamental Theorem of Calculus
If f() is continuous on (I) where a is a number in that interval
then:
d/dx[ _a∫^xf(t)dt] = f(x)

Rieman Sum:
_i=1∑ⁿ f(c_i)Δx; x_i ≤ c_i ≤ x_i

Definite Integrals:

If f() exists on [a,b]
holy crap okay I don't think I can do this in symbol notation. Heck, i don't even undestand what I have written in my notes. but it's the limit definition if someone wants to fill in the hole :|

I'm going to close this window now. It's frightening me all of this math.

lol now you know why i have like a 15% F in that class lol

I enjoy taking notes. My handwriting is dreadful, but it helps me remember things and I like having something to do with my hands.

I rarely take notes. I take them in Government and that's about it, and even those are rather superficial. Most of the facts stay in my mind, so it isn't really a problem.

I doodle on my notes. It helps because I concentrate more in the lesson. I think ths type of thread would only work if we're all studying the same subject at the same level.

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Okay, guys. This is Study Hall. Please do not spam it up. I haven't taken much notes lately, but I found that it would be very helpful when I did write them. As Araciel has said, it does make you remember the subject better when you have to think about what you are writing. :cat: