Top Banner
How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line at some x-value? Is there a "less messy" way to determine this derivative other than using the quotient and product rules?
28

How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.

Dec 28, 2015

Download

Documents

Leon Lawrence Maxwell
Welcome message from author
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
Page 1: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.

How can one use the derivative to find the location of any horizontal tangent lines?

How can one use the derivative to write an equation of a tangent line at some x-value?

Is there a "less messy" way to determine this derivative other than using the quotient and product rules?

Page 2: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 3: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 4: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 5: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 6: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 7: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 8: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 9: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 10: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 11: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 12: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.

Exponential Functions & Logarithmic Functions

Page 13: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 14: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 15: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 16: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.

How can one use the derivative to find the location of any horizontal tangent lines?

How can one use the derivative to write an equation of a tangent line at some x-value?

Is there a "less messy" way to determine this derivative other than using the quotient and product rules?

Page 17: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 18: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 19: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 20: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.

Exponential Functions & Logarithmic Functions

Page 21: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 22: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 23: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 24: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 25: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 26: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 27: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.
Page 28: How can one use the derivative to find the location of any horizontal tangent lines? How can one use the derivative to write an equation of a tangent line.

Related Documents
2.1 The derivative - cusack.hope.edu€¦ · 2.1 The derivative Example Let f(x) = 2x2 3x + 1. Find 1 f0(1) = 1 Tangent: y = x 1 2 f0(3) = 9 Tangent: y 10 = 9(x 3) 3 f0(0) = 3 Tangent:

2.1 The derivative - cusack.hope.edu€¦ · 2.1 The...

Category: Documents
Section 2.1 The Derivative & the Tangent Line Problem

Section 2.1 The Derivative & the Tangent Line Problem

Category: Documents
Section 3: The Derivative Definition of the Derivative · 2013. 10. 31. · Section 3: The Derivative Definition of the Derivative . Returning to the tangent slope problem from the

Section 3: The Derivative Definition of the Derivative ·.....

Category: Documents
Tangent to a Curve and Derivative of a Functionmrswoodley.weebly.com/uploads/5/9/1/8/5918762/jw_tangent...1 Tangent to a Curve and Derivative of a Function So exactly what is this

Tangent to a Curve and Derivative of a...

Category: Documents
Lesson3.1 The Derivative And The Tangent Line

Lesson3.1 The Derivative And The Tangent Line

Category: Sports
The Secant-Line Calculation of the Derivative. We have said that the derivative gives the slope of the tangent line and presented formulas for calculating.

The Secant-Line Calculation of the Derivative. We have said....

Category: Documents
Section 2.1: The Derivative and the Tangent Line Problem

Section 2.1: The Derivative and the Tangent Line Problem

Category: Documents
2.1 The Derivative and the Tangent Line Problem Devil’s Tower, Wyoming.

2.1 The Derivative and the Tangent Line Problem Devil’s...

Category: Documents
Product and Quotient Rules Easy Derivative Rules Position and Velocity Equation of the Tangent Line Basic Derivative Rules $500 $400 $300 $200 $100.

Product and Quotient Rules Easy Derivative Rules Position...

Category: Documents
Finding The Equation Of A Tangent Line & Calculating A Derivative using the defenition of A Derivative by: Lazaro Reyes.

Finding The Equation Of A Tangent Line & Calculating A...

Category: Documents
The Derivative and the Tangent Line Problemmissbrownsmathclass.weebly.com/uploads/3/2/1/6/32168659/2.1_n… · The Tangent Line Problem The slope of the tangent line to the graph

The Derivative and the Tangent Line...

Category: Documents
Tangent Line, Velocity, Derivative and Differentiabilityama5348/calculus/... · Tangent Line, Velocity, Derivative and Differentiability instant rate of change and approximation

Tangent Line, Velocity, Derivative and...

Category: Documents