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Calculus 1

Whether your focus is Integrals and Constants, Integrals with Addition or Subtraction, or Taking the Integral of Sine and Cosine, our Simple Methods for Evaluating Integrals integrates multiple techniques, methods and applications to evaluate integrals. By acquiring the skills needed for Taking the Integral of a Constant and Taking the Integral of Cosecant, you will be able to demonstrate higher level skills needed for areas such as Integration Using Inverse Trigonometric Functions. From basic introduction to more sophisticated applications, this course provides a wide range of concepts to help you elevate your proficiency at all levels.

- The Indefinite Integral
- Integrals and Constants
- Taking the Integral of a Constant
- Integrals and Powers
- Taking the Integral of a Power
- Integrals with Addition or Subtraction
- Taking the Integral of a Sum
- Taking the Integral of a Difference
- Trigonometric Integrals
- Taking the Integral of Sine and Cosine
- Integral of Tangent
- Taking the Integral of Tangent
- Integral of Secant
- Taking the Integral of Secant
- Integral of Cotangent
- Taking the Integral of Cotangent
- Integral of Cosecant
- Taking the Integral of Cosecant
- Integral of Inverse Trigonometric Functions
- Integration Using Inverse Trigonometric Functions
- Hyperbolic Trigonometric Integrals
- Integration of Hyperbolic Trigonometric Functions
- Integral of an Exponential Function
- Taking the Integral of an Exponential Function
- Integral of a Polynomial
- Taking the Integral of a Polynomial
- Taking the Integral of a Function
- Definite Integrals
- Limits of Integration
- Second Fundamental Theorem of Calculus
- Choosing Appropriate Limits of Integration
- Applying Limits of Integration
- Computing a Definite Integral
- Improper Integrals
- Computing an Improper Integral
- L'Hopital's Rule for Improper Integration