How many calculus concept videos are there?

JoVE Coach offers 210 calculus concept videos across structured micro-courses, each running approximately 2 minutes. Students study exactly what they need without sitting through a full lecture. Topics span foundational concepts through advanced applications in partial derivatives and gradients .

What calculus topics do the concept videos cover?

The calculus concept videos span 15 micro-courses, including derivatives, integrals, and differential equations, among others. Topics align with standard undergraduate calculus curricula. The full micro-course list appears on this page.

How are 2-minute calculus videos better than a long lecture or YouTube?

Each JoVE Coach calculus video covers one concept in under 2 minutes. The content is curriculum-aligned and verified for accuracy, which general video platforms do not guarantee. Students use these calculus video lessons to review before an exam or close a gap after class.

Do the calculus concept videos include quizzes or practice?

JoVE Coach calculus micro-courses include practice questions alongside each concept video. Students test understanding in multiple integrals and applications directly within the platform. This makes JoVE Coach a structured study tool, not just a video library.

Can I watch just one calculus concept, or do I have to take a whole course?

Students watch any individual calculus concept without completing a full micro-course. Each video covers one standalone concept. Micro-courses suit learners who prefer sequential learning.

Can I rewatch calculus concept videos as many times as I want?

JoVE Coach subscribers rewatch all calculus concept videos as many times as needed. Repeated viewing helps retention, especially for complex topics like parametric equations and polar coordinates . Progress is saved so learners return to any concept and continue.

Can I use calculus concept videos on my phone?

JoVE Coach calculus concept videos work on mobile browsers. The 2-minute format suits focused study sessions anywhere.

Does JoVE Coach offer a certificate for completing calculus?

Yes. JoVE Coach awards a certificate of completion for the calculus microcourse once a learner finishes the content and passes the quiz. This applies across all microcourses, whether academic or manager track.

Calculus

Calculus

All Micro-courses:15

Derivatives
6 Concepts

Differentiation Rules
22 Concepts

Applications of Differentiation
19 Concepts

Integrals
17 Concepts

Applications of Integration
8 Concepts

Application of Techniques of Integration
11 Concepts

Techniques of Integration
14 Concepts

Differential Equations
6 Concepts

Vector Calculus and Theorems
19 Concepts

Calculus

210 Concepts40K Views

Micro-courses: 15

5.3K views6 Concepts
Derivatives
8.4K views22 Concepts
Differentiation Rules
5.7K views19 Concepts
Applications of Differentiation
6.3K views17 Concepts
Integrals
3K views8 Concepts
Applications of Integration
3.3K views11 Concepts
Application of Techniques of Integration
4.7K views14 Concepts
Techniques of Integration
2.5K views6 Concepts
Differential Equations
85 views8 Concepts
Parametric Equations and Polar Coordinates
49 views16 Concepts
Sequences and Series
60 views10 Concepts
Vectors in Space
45 views13 Concepts
Vector Functions and Motion
87 views24 Concepts
Partial Derivatives and Gradients
106 views17 Concepts
Multiple Integrals and Applications
87 views19 Concepts
Vector Calculus and Theorems

Most Watched Calculus Videos

1:26

1.8K views

What is Calculus?

Calculus is the mathematical study of continuous change, focusing on rates of change and accumulation of quantities. The field covers areas such as derivatives, integrals, and differential equations, which connect directly to physics, engineering, and economics. Calculus provides the foundation for modeling dynamic systems, optimizing functions, and analyzing motion in multiple dimensions. Students apply calculus concepts to solve real-world problems in science, technology, and quantitative research.

Skills You'll Build in Calculus

Interpret derivatives as slopes and rates of change in real-world contexts
Apply integration techniques to compute areas, volumes, and accumulated quantities
Analyze function behavior using limits, continuity, and differentiability tests
Evaluate convergence of infinite sequences and series using standard tests
Explain vector fields and apply fundamental theorems to multivariable functions
Connect parametric equations and polar coordinates to motion and geometry

Key Concepts in Calculus

Concept Area What You'll Learn
Derivatives Calculate instantaneous rates of change using limits
Differentiation Rules Apply power, product, quotient, and chain rules
Applications of Differentiation Optimize functions and analyze curve behavior
Integrals Compute areas and accumulation using antiderivatives
Techniques of Integration Master substitution, parts, and partial fractions
Differential Equations Solve equations involving derivatives and rates
Sequences and Series Analyze convergence and represent functions as series
Vector Calculus and Theorems Apply Green's, Stokes', and divergence theorems

Concept Area	What You'll Learn
Derivatives	Calculate instantaneous rates of change using limits
Differentiation Rules	Apply power, product, quotient, and chain rules
Applications of Differentiation	Optimize functions and analyze curve behavior
Integrals	Compute areas and accumulation using antiderivatives
Techniques of Integration	Master substitution, parts, and partial fractions
Differential Equations	Solve equations involving derivatives and rates
Sequences and Series	Analyze convergence and represent functions as series
Vector Calculus and Theorems	Apply Green's, Stokes', and divergence theorems

Frequently Asked Questions

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