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Calculus 1

Rules of Differentiation introduce the rules and properties for finding deratives for different kinds of functions. You will learn how the Product Rule and the Power Rule offers shortcuts to differentiation, while the Quotient Rule and Chain Rule can be used to differentiate more complicated functions. Rules of Differentiation gives you the foundational skills to find the derivatives of almost any function.

- Derivative of a Constant
- Taking the Derivative of a Constant
- Derivative of a Power Function
- Using the Power Rule
- The Constant Multiple Rule
- Using The Constant Multiple Rule
- The Sum Difference Rule
- Using the Sum Difference Rule
- The Product Rule
- Using the Product Rule
- The Quotient Rule
- Using the Quotient Rule
- The Chain Rule
- Applying the First Form of the Chain Rule
- Applying the Second Form of the Chain Rule
- Using Multiple Derivative Rules
- Taking the Derivative of a Polynomial
- Taking the Derivative of a Radical Function
- Implicit Differentiation
- Using Implicit Differentiation
- Derivatives for the Circle and Sphere
- Derivatives of Exponential Functions
- Derivatives of Logarithmic Functions
- Derivatives of Trigonometric Functions

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