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Fundamental Theorem of Calculus

cool, thnx, I got all night :)

congrats on the big green 90 :)

because I can't remember the integral with the a b in latex -_-

oh..so g[t] in this situation is the topmost value of g[x] here.

yes... so we need to integrate using the fundamental theorem of calculus

so ah..
G[a] - G[t] ?

that's backwards

oh right on
b - a oops

|dw:1437913376771:dw|

t - a

and F is the antiderviative ?

"t-a"
should be
g[t]-g[a]

your heading in your file sounds messed up... we're not using odes XD

-_- oh I see.. at the second part.. there's an initial condition attached. -_-
when y[a]=0

y'[t] = g[t]
... feels odeish but can't connect....shutting...down..........zzzzzzzzzzzz

This is just fundamental theorem of calculus part 1

Ok..

So the change over the curve... is where the curve ends - where the curve starts

F[b] - F[a]
end - start

or the sum of all the parts.. \[\int\limits_{a}^{b} f[x] dx\]

of change that is.

Ok I think I see what you're doing, all you're saying is |dw:1437914782360:dw|

Yes, in that case, that is the fundamental theorem of calculus :)

yes.. I see it as F'

and y[a]=0 is probably irrelevant ?

I'm just seeing what you're trying to say so, |dw:1437915317312:dw| that seems pretty good to me

yes, thats what Im thinking

I think that works out

awesome ... thanks much.. that makes sense to me too now

Haha yeah, and I'm sure others will drop by and check it out as well, but I think that looks good...

:/ so I'm medal less in this post? seems legit. -_-

But your 90!

They should redo this thing medals are bitcoin.

That would be pretty awesome

Id give you both bitcoin