Differentiating a Product of Three or More Functions
Differentiating a Product of Three or More Functions
Lesson objectives and vocabulary followed by...
1:15 The Product Rule and
1:41 Extending the Product Rule to Find the Derivative of a Product of Three Differentiable Functions
5:05 Verbally Stating the Product Rule Extended to a Product of Three Differentiable Functions
6:01 Extending the Product Rule to Find the Derivative of a Product of Four Differentiable Functions
7:23 Verbally Stating the Product Rule Extended to a Product of Four Differentiable Functions
8:48 Example 1: y= x^3 * sin^5 x * cos 2x
9:30 Setting Up the Work for Using the Product Rule
10:00 Following Through With the Differentiation
12:57 Simplifying
15:10 Example 2: y= x^2 * e^(5x) * sin 5x * cos 4x
15:41 Setting Up the Work for Using the Product Rule
17:27 Following Through With the Differentiation
20:56 Simplifying
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