b) Practice taking derivatives with the examples below. Practice for speed and accuracy! How could you check your answers? (Desmos (enter the function, ask desmos to graph the derivative, then enter your derivative and see if the graphs match), Online derivative calculators, etc.) i. f(x)=tan(cos(ln(x)))

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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b) Practice taking derivatives with the examples below. Practice for speed and accuracy! How
could you check your answers? (Desmos (enter the function, ask desmos to graph the derivative,
then enter your derivative and see if the graphs match), Online derivative calculators, etc.)
i. f(x) = tan(cos(ln(x)))
ii. g(y) = ln(5y2) e²y
iii. s(x) = sin(e* √x)
iv. v(x) = ²x
v. a(x) =
70⁰0
tan(x)
In(x)
√x²+4
Transcribed Image Text:b) Practice taking derivatives with the examples below. Practice for speed and accuracy! How could you check your answers? (Desmos (enter the function, ask desmos to graph the derivative, then enter your derivative and see if the graphs match), Online derivative calculators, etc.) i. f(x) = tan(cos(ln(x))) ii. g(y) = ln(5y2) e²y iii. s(x) = sin(e* √x) iv. v(x) = ²x v. a(x) = 70⁰0 tan(x) In(x) √x²+4
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