First thing’s first, NO SCHOOL TOMORROW (:
This week we did practice ap exams. We’ll be doing this for the rest of the year, which scares me because I all of a sudden know NOTHING. I’m not even sure what to do my blog on, that’s how bad off I am. I have a lot of trouble just recognizing what I need to do for the problem. Hopefully as the weeks go on and the more practice tests we do the better I get. So if anyone can help me out with anything, come. I’m begging you, seriously!
Formulas that I know:
Average Value : 1/b – a bSa f(a)
Area between curves : bSa (top equation – bottom equation)
“e integration”: Se^x = e^x + C
ln integration: S 1/x dx = ln x + C
*don’t change to x^-1
Volume by disks: pi bSa [R(x)]^2 dx
Volume by washers: pi bSa (top)^2 – (bottom)^2
Quotient rule: vu’ – uv’/v^2
Product Rule: uv’ + vu’
Substitution steps:
1. Find a derivative inside the integral
2. Set u = to the non-derivative
3. Take the derivative of u
4. Substitute back in
If only I can actually work the problem..
Calculus Graph Vocabulary incase people forgot
1. Increasing – original
2. Decreasing - original
3. Positive Slope – first
4. Negative Slope – first
5. Concave up – second
6. Concave down – second
7. Horizontal tangent
8. Slope = 0
9. Derivative above axis – related to positive slope and concave up
10.Derivative below axis – related to negative slope and concave down
11. Zero of derivative
12. Maximum – original
13. Minimum – original
14. Point of inflection – second
Unfortunately the only one I actually know how to do from the practice test is number one, so that is going to be my example.
Lim x>infinity (3x^2 – 4)/(2 – 7x – x^2)
The answer is -3 because it follows the limit rules. If the degrees match, take the top coefficient over the bottom coefficient, thus giving you the answer.
Obviously I need a lot of help. I need it with everything, so please do so!
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Are you having trouble with remembering what to do? or how to do it? or the formulas?
ReplyDeleteI'm having a combination of the three...and according to these blogs, as are lots =/
okay, well i don't quite know how to answer this...but just remember to take one thing at a time. i tried really hard to do good on the first ap test, and i made a 1.2..then i was just kinda going with the flow with the second ap test, and i ended up iwth a perfect. So the more i relax, the better i do! Try it!
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