Derivative of Logarithmic Functions 1 3-

debby-jeon
Published  · 5 slides · 0 views
↓ Download
Derivative of Logarithmic Functions 1 3-
1 / 1
Derivative of Logarithmic Functions 1 3- - slide 1 of 5 Derivative of Logarithmic Functions 1 3- - slide 2 of 5 Derivative of Logarithmic Functions 1 3- - slide 3 of 5 Derivative of Logarithmic Functions 1 3- - slide 4 of 5 Derivative of Logarithmic Functions 1 3- - slide 5 of 5
Description
Derivative of Logarithmic Functions 1 3- Derivative of Logarithm Function a logarithmic function with base a in terms of the natural logarithmic function: Since ln a is a constant, we can differentiate as follows: example: 2 STEPS IN

Related Topics

Download this presentation From Below

"Derivative of Logarithmic Functions 1 3-" is the property of its rightful owner. Permission is granted to download and print the materials on this website for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.

Presentation Transcript

01
Derivative of Logarithmic Functions 1<br>
02
3- Derivative of Logarithm Function a logarithmic function with base a in terms of the natural logarithmic function: Since ln a is a constant, we can differentiate as follows: example: 2<br>
03
STEPS IN LOGARITHMIC DIFFERENTIATION Take natural logarithms of both sides of an equation y = f(x) and use the Laws of Logarithms to simplify.

Differentiate implicitly with respect to x.

Solve the resulting equation for y’. 3<br>