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I need to look back over the summation form of the integral to be able to turn that into a definate integral that will be much easier to solve. Also, it would be best to look over how to solve it the harder way just in case.
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I am comfortable with the rest of integration, but there are some areas that I would have to skim over to remember fully. These include Euler's Method and the Second Fundamental Theorem of Integration (have to multiply by the derivative of the bound).
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These have always been easy for me. The only thing I could think that I might need to review a bit more are the different forms (e.g. compound interest, half lives, etc.), but other than that I am fine.
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I have never had much of a problem with this unit, and I can apply all the theorems easily when necessary. I might however have to go back over some of the specifics of each test.
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These are really easy, and there is nothing I have to go back over.
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I might have to go back over some aspects of power series (the geometric form simplifications), and possibly look over the most common power series. Other than that, I am comfortable with them.
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I am feeliong good before the AP on this subject. I went back over the only test I forgot which was the LCT (it had to do with what the outcomes I got meant).
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I got a five on the practice exam, but it was a low one. However, when I went home I took another that was much higher over the 5 threshold. I didn't learn much more however, and I realize that in the end it all comes down to caution.
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I thought that the no calculator multiple choice was relatively tricky compared to the practice tests I have taken in the past. The rest of the exam was super easy, so I definately got a 5.
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