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This circuit has several integration and algebra techniques seen on AP exam released items. Integration on the sheet: Power rule, trig rules, inverse trig, u'/u, e^u, one absolute value, and one recognition of a semicircle equation. Algebra skills: Complete the square, long division, base to a rational power simplification (4^(5/2)) , ** it took my students about an hour to complete, so it is lengthy. Good mixed practice. This contains a done out solution key. Please do not post the solutions

Multiple representations using basic probability rules. Basic probability, multiplication rule, addition rule, conditional. Using written descriptions, venn diagrams, two way tables, and pictures. Good SAT / ACT practice.

This circuit review contains non calculator practice sheet of different types of integration techniques needed for the AP Calculus BC Exam. Power, ln, e^u, chain rule (u-sub), trig, long division, improper, partial fraction, integration by parts, etc. Both definite and indefinite examples. This contains a done out solution key. Please do not post the solutions digitally.Circuits are designed where students start with the very first cell labeled #1 and solve the problem. Find the cell that has th

This circuit review contains angle relationships: Vertical, linear pairs, Angle bisectors, Angle Addition, Parallel line cut by a transversal angle relationships. Great review before a quiz or test on it. Good SAT / ACT practice. Circuits are designed where students start with the very first cell labeled #1 and solve the problem. Find the cell that has the answer to #1 in the corner and that problem becomes #2. Repeat the process until you complete the circuit and get back to the starting cel

The worksheet contains various calculator examples on area and volume. Volume by resolution around horizontal and vertical axis. Volume by known cross sections with different shapes, and functions to model the area. Area between two curves. Horizontal and vertical lines that break the area into two equal parts. This can be done in BC calculus, but contains only the methods from AB calculus described.

This circuit review contains all the series tests on the BC Calculus exam as well as the integral remainder and alternating series remainder. I made the circuit have multiple representations of the topics to get students to think about the concepts in a variety of ways. (Nth term, Integral (and its remainder), P-Series, GST (and its sum), LCT, DCT, AST (and its remainder), Conditional and Absolute convergence. This sheet contains the solutions to the circuit as well. Please do NOT post the solut

This maze requires students to be able to apply power, product, quotient, chain, trig, exponential, ln, inverse, inverse trig, and evaluating trig functions. It requires them to be able to do some with functions, tables, and a graph. The solution shows the path needed to be taken to be done correctly. Nice review of derivative rules. Student will likely need a piece of scrap paper to do some of the problems out.

This circuit review contains relationships with special right triangles and their sides. using SOHCAHTOA to find angles and sides. The complementary relationship between sin (a)=cos(b) where a and b are acute angles in a right triangle. There are problems similar to what is seen on SAT/PSAT tests. There is a done out solution key with this product. Good SAT / ACT practice. Circuits are designed where students start with the very first cell labeled #1 and solve the problem. Find the cell that h

This is a worksheet (Version B) of a BC topic only worksheet. There are 19 new questions, scrambled in topics with a mix of calculator and non calculator. These are 19 new problems, different from Version 1. All BC only topics are on there. You will see at least 1 example of (arc length rectangular, arc length parametric, improper integral, integration using partial fractions, taylor polynomial and series, sum of geometric series, polar derivative, polar area, parametric problems, Euler's met

This circuit is more encompassing of the whole unit and different questions than my free circuit on angles. This circuit review contains angle relationships: Vertical, linear pairs, Angle bisectors, Angle Addition, Parallel line cut by a transversal angle relationships, proving lines parallel (off the coordinate plane). Great review before a quiz or test on it. Good SAT / ACT practice. Circuits are designed where students start with the very first cell labeled #1 and solve the problem. Find the

This circuit review contains: congruent triangles (SSS, SAS, ASA, AAS, HL), Triangle sum, isosceles triangle properties, equilateral triangles, steps in proofs using reflexive property, angle bisectors, etc. Good SAT / ACT practice. Circuits are designed where students start with the very first cell labeled #1 and solve the problem. Find the cell that has the answer to #1 in the corner and that problem becomes #2. Repeat the process until you complete the circuit and get back to the starting ce

Progressively more conceptual examples on absolute and conditional series convergence.

Using coordinate plane tools, find an equation of a parallel line passing through a point not on the line. Also, using coordinates to prove lines are parallel to be able to determine angle relationships in the figures.