<p>Could someone send me any Calculus BC multiple choice exams that you have or at least tell me the years that they were released. My teacher never gave us any practice tests and we never even finished Series or start Parametrics, Polar, Vector or Logistic Equations. </p>
<p>For those of you that have actually taken practice tests, I have the PR book and the 5 Steps for Calc BC. Could you guys compare the difficulty of those books with the real exams. PR seems really easy and 5 Steps is more complicated and goes a lot more in depth but since I need to learn as much as possible since we didn't cover a lot I need to know if PR with suffice if I want at least a 4 on BC. (the school that I am going to BC 4 = BC 5.) How important is Logistic Eq's? since PR doesn't even cover them.</p>
<p>Also I have a Ti-84 Plus Silver Edition and I want to know if there is a better way to find the roots of a function rather than using the graph/root feature </p>
<p>Thanks.</p>
<p>Personally I find the online frq’s as the best review (but that’s just me). For logistic equations just know dy/dx = ky(L-y) where L= carrying capacity then separate and integrate. Newton’s Law is dy/dx = k(y-T) where T= temp of environment.</p>
<p>Here are a ton of multiple choice questions:
<a href=“http://asmsa.org/math/marizza/Calculus/APTEST/ap04_calcmc_collection_final_4_12_05.pdf[/url]”>http://asmsa.org/math/marizza/Calculus/APTEST/ap04_calcmc_collection_final_4_12_05.pdf</a>
Here are notes on parametrics, polars, vectors, and series:
[Pauls</a> Online Notes : Calculus II](<a href=“http://tutorial.math.lamar.edu/Classes/CalcII/CalcII.aspx]Pauls”>http://tutorial.math.lamar.edu/Classes/CalcII/CalcII.aspx)
If you don’t understand series at all, these notes are helpful:
[S.O.S</a>. Math - Calculus](<a href=“http://www.sosmath.com/calculus/calculus.html]S.O.S”>S.O.S. Math - Calculus)
And here are notes on logistic equations (but from what I’ve seen from practice tests, all you need is to understand what the formula represents: as time approaches infinity, the population will approach the carrying capacity):
[Pauls</a> Online Notes : Differential Equations - Equilibrium Solutions](<a href=“http://tutorial.math.lamar.edu/Classes/DE/EquilibriumSolutions.aspx]Pauls”>http://tutorial.math.lamar.edu/Classes/DE/EquilibriumSolutions.aspx)</p>
<p>So I think I have a pretty good understanding of most of the material except the following: Area of Polar Graphs (finding limits of integration),Logistic Equations (will read up on that link though), Lagrange Error Bound, Alternating Series Remainder, Logistic Equations (will read up on that link though).</p>
<p>Everything else I am really good at, not trying to sound arrogant but I am really good at math (future math major) but I can’t be expected to know things that I didn’t have time to learn/study for.</p>
<p>So would you say that I can do well without knowing those aforementioned topics and knowing everything else pretty well (barring arithmetic or silly mistakes)</p>
<p>Will telescoping series be on the exam?</p>