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3) For f(x)= cos(20x), use Taylor polynomials to estimate f(1/40) to within 1/100. Do not forget to use the Chain Rule. Use: tsin(...), ±cos(...) <1 to get that |Ksin(...), K cos(...)|<|K| for a constant K. Do not forget to get the value of the appropriate Taylor Polynomial as the final answer.

3) For f(x)= cos(20x), use Taylor polynomials to estimate f(1/40) to within 1/100. Do not forget to use the Chain Rule. Use: tsin(...), ±cos(...) <1 to get that |Ksin(...), K cos(...)|<|K| for a constant K. Do not forget to get the value of the appropriate Taylor Polynomial as the final answer.

College Algebra
College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter3: Polynomial And Rational Functions
Section3.6: Rational Functions
Problem 2E
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please have it computer typed, will give thumps up.

3) For f(x)= cos(20x), use Taylor polynomials to estimate f(1/ 40) to within 1/100. Do not forget to use the Chain Rule. Use: |tsin(..), ±cos(...) <1 to get that |K sin(...), K cos(...) <|K| for a constant K. Do not forget to get the value of the appropriate Taylor Polynomial as the final answer.
Transcribed Image Text:3) For f(x)= cos(20x), use Taylor polynomials to estimate f(1/ 40) to within 1/100. Do not forget to use the Chain Rule. Use: |tsin(..), ±cos(...) <1 to get that |K sin(...), K cos(...) <|K| for a constant K. Do not forget to get the value of the appropriate Taylor Polynomial as the final answer.
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