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Percent Increase and Decrease Quiz

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Preview of High School Math Mock Test | Functions, Calculus & Geometry (50 Qs)

High School Math Mock Test | Functions, Calculus & Geometry (50 Qs)

Challenge your students with a rigorous, exam-style mathematics practice test!This full-length mock exam includes 50 multiple-choice questions designed to assess core high school math skills, including algebra, functions, calculus, and geometry. It is ideal for review, test preparation, or end-of-unit assessment. 📌 What’s Included: 50 multiple-choice questions Graph-based and analytical problems Coverage of key high school math topics Clean, printable format Real exam-style structure
Preview of Calculus Limits & Continuity Bundle

Calculus Limits & Continuity Bundle

Calculus Limits & Continuity BundleThis bundle contains guided notes, practice exercises, activities, quizzes, and an end of the unit assessment. Topics covered are a basic understanding of limits, evaluating limits graphically, limit laws, techniques for evaluating limits, continuity and the Intermediate Value Theorem, limits at infinity, and evaluating trigonometric limits. What is included in this bundle: · Guided notes on 6 main topics · 4 practice exercise sets · 3 activities · 2 quizzes ·
Preview of Grade 12 Math Final Exam | Functions Calculus Geometry Mixed Test

Grade 12 Math Final Exam | Functions Calculus Geometry Mixed Test

This comprehensive Grade 12 Mathematics final exam is designed to assess students’ understanding across a wide range of advanced high school math topics. The test includes 50 multiple-choice questions that challenge students’ analytical thinking, problem-solving ability, and conceptual understanding. The exam covers key areas such as functions and graphs, derivatives, extrema, equations, and three-dimensional geometry, along with practical applications like volume, surface area, and optimizat
Preview of U-Substitution Lesson

U-Substitution Lesson

Created by
Kendon Black
This is a full lesson/teachers reference for integration using U-substitution. It goes over the basic technique, gives examples, explains separating the differentials (isolating the du, isolating the dx). It shows how to check your answer by differentiating and gives examples. There's discussion on how to choose the correct u and how to manipulate the leading coefficient. There are examples where you have to run a u-sub multiple times. Challenge problems are given where, for example, after the i
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