![]() Covers limits fully (from the basics to the more odd forms), continuity, differentiation, derivative rules, related rates, optimization problems, integration, 4 techniques for calculating integrals, etc etc etc. More on derivatives, concavity, maxima and minima, graph sketching, linear approximation and differentials, intermediate value theorem, mean value theorem for derivatives and for integrals, optimization problems, L Hopitals rule and fucky limit forms, antiderivatives, Riemann sums, definite and indefinite integrals, fundamental theorem of calculus (1 and 2), and basic integral techniques (eg, odd/even simplification).Ĭumulative: it covers everything from the course. Sorry.Ĭovers mainly derivative rules, implicit differentiation, log differentiation, related rates, trig and inverse trig, maxima and minima, and differentiability. Unfortunately I don't have a review for this one :(. Real learning is active and all that hopefully they can still be helpful though. I suspect most of the benefit I got from these came not from reading them, but from writing them.This helps me keep my spirits up cause it often takes 10+ hours to make these. I kinda talk to myself in my reviews occasionally.If they've changed significantly, the reviews won't reflect that. I took these classes in the 2017-2018 School year.But alas, I'm no professor, and I can't guarantee they are perfect but they should be pretty good. I did get A's in both of these classes and I think the reviews are overall accurate. I'm putting them up in hopes they can help someone else :). ![]() ![]() Here are the cheat sheets / reviews I made to survive Calculus 1 and 2 here.
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