RULING AND SOLVING! 1. Review the basic concepts of Basic Rules of Differentiation. 2. Solve the given function using chain rule. 3. Show you complete SOLUTION AND FINAL ANSWER on the given functions. 1. f(x) = (6x² - 2x+1)* 2. ƒ (x) = (3x² − 4) ²³ 3 3. f(x)=(5x² +8x)³ 1 4. f(x)= (7x³-5x-2)³ 5.f(x)=√√5x² +2

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 18T
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p7. answer #3 only. handwritten

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RULING AND SOLVING!
1. Review the basic concepts of Basic Rules of Differentiation.
2. Solve the given function using chain rule.
3. Show you complete SOLUTION AND FINAL ANSWER on the given
functions.
1. f(x) = (6x³ - 2x+1)*
2. ƒ (x) = (3x² − 4) ²
3. f(x)=(5x² +8x)³
1
4. f(x)=-
(7x³-5x-2)
5.f(x)=√√5x² +2
Transcribed Image Text:e- ed ence RULING AND SOLVING! 1. Review the basic concepts of Basic Rules of Differentiation. 2. Solve the given function using chain rule. 3. Show you complete SOLUTION AND FINAL ANSWER on the given functions. 1. f(x) = (6x³ - 2x+1)* 2. ƒ (x) = (3x² − 4) ² 3. f(x)=(5x² +8x)³ 1 4. f(x)=- (7x³-5x-2) 5.f(x)=√√5x² +2
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