Differentiation

Quotient Rule for Differentiation

In this section, we derive the formula

and use it to differentiate quotients of functions.

Example 1:

Suggested answer:

Example 2:

Suggested answer:

Using quotient rule, we have

= - cosec²x

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	Introduction
	Derivative at a Point
	Interpretation of Derivative at a Point
	Derivative of a Function (in general)
	Differentiability
	Derivative of Some Important Functions
	Product Rule for Differentiation
	Quotient Rule for Differentiation
	Derivative of a Function of a Function
	Derivative of Inverse Trignometric Functions
	Derivative of Implicit Functions
	Logarithmic Differentiation
	Differentiation of Parametric Functions
	Differentiation by Substitution
	Derivatives of Second Order
	Summary
	Conclusion
Animations
	Activity Zone

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