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Preview of AP Calculus Summer Review Google Form | Self-Grading Calculus Readiness Activity

AP Calculus Summer Review Google Form | Self-Grading Calculus Readiness Activity

Calculus Clearance is a self-paced summer review designed for students entering AP Calculus AB or BC. This resource helps students refresh the algebra, functions, and trigonometry skills they need before calculus begins — without introducing new calculus content. This activity is perfect for summer work, a back-to-school readiness check, or an independent prerequisite skills review. Students work through 6 themed review zones with training examples and checkpoint codes. The Google Form is self-
Preview of APCSP MCQ for Unit 4: Computer Systems and Networks

APCSP MCQ for Unit 4: Computer Systems and Networks

AP Computer Science Principles Unit 4 Multiple-Choice Question Set!Prepare your students for success with this collection of 40 multiple-choice questions focused on Unit 4: Computer Systems and Networks. Designed to align with the AP Computer Science Principles curriculum, these challenging, exam-style questions test essential skills such as evaluating legal and ethical factors, describing the impact of innovations, and explaining collaborative problem-solving processes. This resource not only m
Preview of APCS Java Classes Unit: Classes, Constructors, Methods

APCS Java Classes Unit: Classes, Constructors, Methods

This contains a ton of assignments, labs and quizzes for a Java Classes unit for AP Computer Science A.
Preview of Calculus 1st First Derivative Test Digital Maze

Calculus 1st First Derivative Test Digital Maze

Created by
Joan Kessler
Your Calculus students use the 1st Derivative Test in this fun digital Zombie themed activity to determine if the given function is increasing, decreasing, or neither at a given point. This activity is designed to be used without Graphing calculators. Each answer leads them to the next question. There are 16 problems and students must complete 15 of them to correctly complete the maze. Derivatives include the product rule, quotient rule, chain rule, sine, cosine, inverse sine, logarithmic,
Preview of Solving Polynomial Equations | Find Zeros, Use Factoring, Apply Multiplicity

Solving Polynomial Equations | Find Zeros, Use Factoring, Apply Multiplicity

Created by
MinuteMath
Solving Polynomial Equations: Zeros, Factors, Multiplicity | Algebra 2 Worksheet + Answer KeyThis comprehensive, editable Algebra 2 worksheet gives your students structured practice in solving polynomial equations by factoring, identifying zeros, and applying multiplicity. Designed with clarity and rigor, this resource helps students build a strong foundation in polynomial analysis—without the need for graphing. Whether used as independent practice, review, or an assessment tool, this worksheet
Preview of Calculus Area Between Polar Curves Digital plus Print Activities

Calculus Area Between Polar Curves Digital plus Print Activities

Created by
Joan Kessler
This Calculus assignment on determining the Area Between Polar Curves includes an editable Google Forms™ assignment and a Printable PDF version. There are 7 Multiple choice problems determining the area between Polar functions. Some problems have the graphs included with the polar axes to help determine the limits of integrations, while others do not. Ensure that students can solve for these points using simple trig equations. There is one example in the Google Form assignment showing a problem
Preview of Calculus Antiderivatives and Beginning Integration Puzzles Digital plus Print

Calculus Antiderivatives and Beginning Integration Puzzles Digital plus Print

Created by
Joan Kessler
These two digital puzzles for Antiderivatives and Beginning Integration will challenge your students and help them learn to use the basic formulas. The first self-checking puzzle has 12 basic formulas for them to match to complete the picture puzzle. Formulas for the integrals of C, x, x^n, sin x, cos x, , sec² x, csc² x, sec x tan x, csc x cot x, e^x, dx/x, and a^x. For the second puzzle students integrate functions (no substitution) using the formulas described above, matching them to comp
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