# CSET Math Subtest III (213): Practice & Study Guide

### Course Summary

Refresh your understanding of the subjects you'll find on the CSET Mathematics Subtest 3 exam with this self-paced review course. The short video lessons and quizzes in this course cover topics such as function integrals, the mean value theorem and basic trigonometric identities to help you be prepared on exam day.
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#### 8 chapters in CSET Math Subtest III (213): Practice & Study Guide

Course Practice Test

Check your knowledge of this course with a 50-question practice test.
• Comprehensive test covering all topics
• Detailed video explanations for wrong answers
Week {{::cp.getGoalWeekForTopic(3, 8)}}
Course Progress Best Score
Lesson 1 - Velocity and the Rate of Change
Lesson 2 - Slopes and Rate of Change
Lesson 3 - What is the Mean Value Theorem?
Lesson 4 - Rolle's Theorem: A Special Case of the Mean Value Theorem
Lesson 5 - Derivatives: The Formal Definition
Lesson 6 - Derivatives: Graphical Representations
Lesson 7 - What It Means To Be 'Differentiable'
Lesson 8 - Using Limits to Calculate the Derivative
Lesson 9 - The Linear Properties of a Derivative
Lesson 10 - Calculating Derivatives of Trigonometric Functions
Lesson 11 - Calculating Derivatives of Polynomial Equations
Lesson 12 - Calculating Derivatives of Exponential Equations
Lesson 13 - Using the Chain Rule to Differentiate Complex Functions
Lesson 14 - Differentiating Factored Polynomials: Product Rule and Expansion
Lesson 15 - When to Use the Quotient Rule for Differentiation
Lesson 16 - Understanding Higher Order Derivatives Using Graphs
Lesson 17 - Calculating Higher Order Derivatives
Lesson 18 - How to Find Derivatives of Implicit Functions
Lesson 19 - How to Calculate Derivatives of Inverse Trigonometric Functions
Lesson 20 - Applying the Rules of Differentiation to Calculate Derivatives
Lesson 21 - Graphing the Derivative from Any Function
Lesson 22 - Non Differentiable Graphs of Derivatives
Lesson 23 - How to Determine Maximum and Minimum Values of a Graph
Lesson 24 - Using Differentiation to Find Maximum and Minimum Values
Lesson 25 - Concavity and Inflection Points on Graphs
Lesson 26 - Understanding Concavity and Inflection Points with Differentiation
Lesson 27 - Data Mining: Function Properties from Derivatives
Lesson 28 - Data Mining: Identifying Functions From Derivative Graphs
Lesson 29 - What is L'Hopital's Rule?
Lesson 30 - Applying L'Hopital's Rule in Simple Cases
Lesson 31 - Applying L'Hopital's Rule in Complex Cases

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Practice Tests in this course
Check your knowledge of this course with a 50-question practice test. Once you take the test, you will receive a detailed exam report complete with your personal statistics and even specific lessons to focus on! Take the practice test now
Your detailed study guide will include:
• Answers and detailed explanations to each question
• Video lessons to explain complicated concepts
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