AP Calculus AB FRQs Predictions

<p>Slope fields have to be on there. My teacher said that's a given. I'd guess acceleration and velocity will make some sort of an appearance. Anyone have any other guesses or last minute things I should study...?</p>

<p>-The Field Coot66</p>

<p>There's always an area between 2 curves and revolution of a solid FRQ</p>

<p>slope fields on free response?? i thought those were always some sort of multiple choice?</p>

<p>but yeahh definatly area problems and revolutions of solids im hoping for a related rate problem.</p>

<p>for now since the test is tomorrow im just trying to brush up on things learned towards the beggining of the course.</p>

<p>Ahh no related rates please!!!</p>

<p>After looking at most of the exams on Collegeboard.com</p>

<p>-Definitely an area/volume
-Most likely slope field/differential equation
-Position, Velocity, Acceleration (finding acceleration, is it increasing/decreasing...)
-Function given as a rate of something (have to find integral, is it increasing/decreasing, find the maximum/minimum value...)
-Graph of a derivative or function, find the critical points, inflection points, min, max...</p>

<p>particle traveling along x/y axis</p>

<p>havent been on since 04</p>

<p>also, a rate in/out question.
wasnt on last years, probably will come up again this year.</p>

<p>i hope i can zoom through the first volume of solid and curve area in like 4 minutes flat. hopefully no y axis tricks or any creative part to the first question.</p>

<p>good luck!</p>

<p>I'm praying no related rates and that the area/volume one will be straightforward. Area, volume, volume around y = some line. Please no cross sectional volume!!!</p>

<p>my teacher talked about it during class and he made some whole shpeel about it, but he said he would guess these types of problems:</p>

<p>area/volume/CROSS SECTION most likely he said.....
rate/units
particle w/ Riemann sum
average value, approximating derivative of veolicty
related rates
implicit differentiation
piecewise functions
slope fields/differential equations
fundamental theorem of calculus</p>

<p>slope fields is going to a FR im pretty sure.....i need to look over area and volume stuff where they reflect over the y-axis...</p>