Reflection Math

3+ results

Advanced Curve Sketching Practice — Calculus AB/Calculus 1

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Transform curve sketching from a memorized checklist into a meaningful reasoning process. This Calculus AB practice packet gives students 10 full curve-sketching problems that build conceptual understanding through progressively challenging function types — polynomial, rational, trigonometric, logarithmic, exponential, and piecewise. Each question leads students through: Domain and range reasoning Continuity and differentiability Critical points and increasing/decreasing intervals Concavi

9th - 12th, Higher Education

Calculus, Graphing

Also included in: Advanced Curve Sketching Practice & Key— Calculus AB/Calculus 1

Analytical Applications of Differentiation (AP Calculus AB - Unit 4)

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Math Lion

Analytical Applications of Differentiation Calculus Unit Bundle:This is a bundle with guided notes, PowerPoints aligned with the guided notes, additional practice (homework), mid-unit quiz, unit test, unit review, and unit pacing guide for Analytical Applications of Differentiation (Unit 4). This unit contains 6 lessons. Lesson 4.1: Using the Mean Value TheoremLesson 4.2: Extrema on an IntervalLesson 4.3: Increasing and Decreasing Intervals and The First Derivative TestLesson 4.4: Concavity and

10th - 12th

Calculus, Math

Also included in: AP Calculus AB Semester 1 Bundle (Units 1 -5)

AP® Calculus AB/BC - Unit 5: Analytical Applications of Differentiation

Created by

Learn Math with Anna

This resource includes one powerpoint-style lesson (example is in the preview) per section, one worksheet set with full solutions per section, one reference sheet for the unit, and one unit test for the unit with solutions. Unit 5: Analytical Applications of Differentiation5.1 The Mean Value Theorem (MVT) and Rolle's Theorem 5.2 Using the First Derivative Test (Increasing/Decreasing, Critical Points) 5.3 Using the First Derivative Test (Relative Extrema) 5.4 Using the Second Derivative Test (Con

12th, Higher Education

Calculus

Also included in: AP® Calculus AB - Full Course Curriculum