- Course type: Self-paced
- Available Lessons: 106
- Average Lesson Length: 8 min
Eligible for Certificate:
Certificates show that you have completed the course. They do not provide credit.
Watch a preview:chapter 1 / lesson 1What is a Function: Basics and Key Terms
Course SummaryUse our flexible Calculus for Teachers development course to earn credits you can use towards your teacher licensure renewal requirements. Watch our short video and text lessons to brush up on these topics or share the videos in your classes to make learning more interesting for your students.
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Course Practice TestCheck your knowledge of this course with a 50-question practice test.
- Comprehensive test covering all topics
- Detailed video explanations for wrong answers
How It Works
Earn professional development credits to renew your calculus teaching license with Calculus for Teachers. Brush up on calculus topics so you can better teach calculus, algebra, geometry and other relevant subjects. Learn on your own schedule and at your own pace. You can complete this course in under two weeks - perfect for teachers who need to earn calculus credits in a hurry!
- Watch engaging video lessons about graphing and functions.
- Check your knowledge of things like using scientific calculators and differential notation with practice quizzes and exams.
- Ask clarification questions from our expert calculus instructors.
- Earn 3 college credits by taking the CLEP calculus exam.
Always check with your school district or state Department of Education to ensure that the course credits will be accepted before beginning the course. CLEP credits are accepted by over 2,900 schools and directly by many state departments of education.
Who's It For?
Calculus for Teachers is ideal for any teacher looking to earn credits to use towards licensure renewal. The flexible, self-paced format makes it easy to fit your studies into a busy schedule. The course is fully online, so you can study anytime, anywhere. This course also benefits:
- Mathematics teachers who want to brush up on calculus
- Teachers who want to incorporate engaging calculus videos into their instruction
- Teachers planning a calculus unit or course
- Aspiring calculus teachers
Why It Works
- Fun and Engaging: Animations and interesting examples make calculus easy to learn.
- Expert Instructors: Expert calculus instructors break difficult concepts down so they are easy to remember.
- Practice Makes Perfect: Quizzes and practice exams let you review calculus terminology and key concepts and track what you've mastered.
- Quick and Flexible: Learn on your own schedule and on any device. You could earn calculus credits in less than two weeks.
- Access our full library of professional development courses for teachers, including Algebra for Teachers, College Mathematics for Teachers, and Contemporary Math for Teachers.
- Find 10,000 engaging lessons that you can use in your classroom or assign out to students.
- Watch more lessons in calculus as well as college mathematics, pre-calculus, algebra, and other math topics.
- Earn transferable college credit for dozens of courses.
Evaluate This Course
After you've worked through all or part of the course, please share your feedback with us! We take the quality of our lessons and courses very seriously and appreciate any comments on how we can improve your experience. If you'd like to let us know how effective you found this course, please fill out our survey by clicking on this link.
Course Plan for Earning Credit in Less Than Two Weeks
Follow this course plan if you want to complete Calculus for Teachers and be ready to earn transferable credit in less than two weeks. For each chapter assignment, take all of the lesson quizzes and the practice chapter exam at the end of each chapter. If you miss any questions, review the video lesson to master the concept.
|Day||Chapter||What You'll Learn|
|Day 1||Chapter 1||Graphing and Functions (terms related to functions, how to graph functions, logarithms, how to calculate slopes and tangents on a graph, inverse and implicit functions)|
|Day 2||Chapter 2|
| Continuity (definition of continuity, regions of continuity, intermediate value theorem and applications)|
Geometry and Trigonometry (visualizing geometry problems, the Pythagorean Theorem, how to graph sines and cosines)
|Day 3||Chapter 4|
| Using Scientific Calculators (radians and degrees on a calculator, trigonometry functions, how to solve equations on a scientific calculator)|
Limits (how to define limits with graphs, limits of functions, properties of limits, limits for asymptotes and infinity)
|Day 4||Chapter 6||Rate of Change (how to use motion to define the rate of change, Mean Value Theorem, formally defining the derivative, meaning of 'differentiable')|
|Day 5||Chapter 7||Calculating Derivatives and Derivative Rules (how to calculate a derivative using the formal definition, derivatives of polynomials, the chain rule, the quotient rule, calculating higher order derivatives)|
|Day 6||Chapter 8||Graphing Derivatives and L'Hopital's Rule (how to graph the derivative by starting with any function, maximum and minimum points and values, L'Hopital's Rule and its use in simple and complex cases)|
|Day 7||Chapter 9||Applications of Derivatives (linearization of functions, Newton's method, how to optimize simple and complex systems)|
|Day 8||Chapter 10||Area Under the Curve and Integrals (summation notation, the trapezoid rule, integrals, average value theorem, how to find the arc length of a function)|
|Day 9||Chapter 11||Integration and Integration Techniques (how to calculate various types of integrals, partial fractions, trigonometric substitution, how to solve improper integrals)|
|Day 10||Chapter 12|
|Integrations Applications (integration and dynamic motion, how to find the area between two functions, how to find volumes of revolution with integration)|
Differential Equations (differential notation in physics, how to solve system differential equations, draining tank problems)
|Day 11||Final Exam||Take the practice final exam to see what you've mastered and make sure you are ready to earn credit for calculus.|
Earning College Credit
Did you know… We have over 200 college courses that prepare you to earn credit by exam that is accepted by over 1,500 colleges and universities. You can test out of the first two years of college and save thousands off your degree. Anyone can earn credit-by-exam regardless of age or education level.
To learn more, visit our Earning Credit Page
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