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Day 1
We went over some of the more basic integration techniques in class. I was a little surprised at what I remembered; I figured I'd have forgotten anything that was that long ago, but most of it came back to me. One thing I realized was that I need to work on recognizing u-subs that are a bit more complicated. -
Differential Equations
I was worried about this topic; I didn't remember Bernoulli equations, homogeneous functions, second order diffyQs...I was relieved when I realized the AP test wasn't going into that complexity. All I really need to review are the equations related to logistics curves. -
Sequences and Series
As was always the case, remainders are proving a challenge. I've gotten the hang of the alternating series remainder, but I'll need to look over the one for the integral test. -
Taylor Series
Easy! All I need to do is review the Tayor Series of basic functions, especially ln(x). -
Advanced Integration Techniques
I need to review the tabular method with integration by parts. Infinite integrals will only be a problem if something with a vertical asymptote comes up. -
Integration Applications
PerpenDISCular
ParaSHELL -
Polar Review
rcos(theta)=x
rsin(theta)=y
tan(theta)=y/x
x^2+y^2=r^2 -
Pregame
The calculus walk was great review. The different locations should make the review stick in our heads. I'm ready for the test. -
Big Game
The test was pretty easy. The only difficult question was a bizarrely worded Taylor series free response.
