Integral Calculus made completely easy!

Integral calculus made easy!

Get better marks in calculus class with our complete Integral Calculus help. Our calculus tutors cover all topics you will see in any typical Integration class that deals with single variable functions.

Keeping with your textbook and class, our Integral calculus video lessons walk you through all topics in integral calculus such as, Antiderivative, Integral of trig functions, Definite integral, Indefinite integral, Integration by substitution, Improper integrals and more. Learn the concepts with our tutorials that show you step-by-step solutions to even the hardest integral calculus questions. Then, reinforce your understanding with tons of integral calculus practice.

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I'm in second year of electrical engineering, and I need help with my integral calculus exam. Is this the right course for me?

Absolutely! It doesn't matter which science and math related major you are in, our course has all topics you will find in any university Integral Calculus courses. If you want to review some of the more basic concepts before taking this class, you can check out our Differential Calculus course! Your subscription gives you unlimited access to all math help in all courses.

What is the course after Integral Calculus?

Depending on your school, you may take Linear Algebra or Differential Equations after this course.

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Integral Calculus topics

1Integrals

1.1Antiderivatives
1.2Riemann sum
1.3Definite integral
1.4Fundamental theorem of calculus

2Integration Techniques

2.1U-Substitution
2.2Integration by parts
2.3Integration using trigonometric identities
2.4Trigonometric substitution
2.5Integration of rational functions by partial fractions
2.6Improper integrals
2.7Numerical integration

3Integration Applications

3.1Areas between curves
3.2Volumes of solid with known cross-sections
3.3Volumes of solids of revolution - Disc method
3.4Volumes of solids of revolution - Shell method
3.5Average value of a function
3.6Arc length

4Differential Equations

4.1Introduction to differential equations
4.2Separable equations
4.3Applications to differential equations
4.4Slope fields
4.5Euler's method

5Sequence and Series

5.1Introduction to sequences
5.2Monotonic and bounded sequences
5.3Introduction to infinite series
5.4Convergence and divergence of normal infinite series
5.5Convergence & divergence of geometric series
5.6Convergence & divergence of telescoping series
5.7Divergence of harmonic series
5.8P Series
5.9Alternating series test
5.10Divergence test
5.11Comparison & limit comparison test
5.12Integral test
5.13Ratio test
5.14Root test
5.15Absolute & conditional convergence
5.16Radius and interval of convergence with power series
5.17Functions expressed as power series
5.18Taylor series and Maclaurin series
5.19Approximating functions with Taylor polynomials and error bounds

6Parametric Equations and Polar Coordinates

6.1Defining curves with parametric equations
6.2Tangent and concavity of parametric equations
6.3Area of parametric equations
6.4Arc length and surface area of parametric equations
6.5Polar coordinates
6.6Tangents of polar curves
6.7Area of polar curves
6.8Arc length of polar curves
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