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Solve the following: (1) g(x) = tan(x'), find g'(x); (2) h(x) = (sin(3x))/2x, find h"(x); (3) m(x) = In(Tan-'x), find m'(x)

Solve the following: (1) g(x) = tan(x'), find g'(x); (2) h(x) = (sin(3x))/2x, find h"(x); (3) m(x) = In(Tan-'x), find m'(x)

Calculus: Early Transcendentals
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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1 % Initialize the variable and the functions 2 3 %Set your g(x) ad h(x) and m(x) 4 g(x) = 5 h(x) = 6 m(x) = 7 % Find the derivative of g(x). 8 gp(x) = 9 % Find the second derivative of h(x). 10 hpp (x) = save answer as gp(x); save answer as hpp(x); 11 % Find the derivative of m(x). save answer as mp(x); 12 mp(x) = 13 % Find the derivative of y and set it as Dy(x) 14 Dy (x)3= 15 % Find the derivative of y and set it as D2y(x) 16 D2y(x)=
Transcribed Image Text:1 % Initialize the variable and the functions 2 3 %Set your g(x) ad h(x) and m(x) 4 g(x) = 5 h(x) = 6 m(x) = 7 % Find the derivative of g(x). 8 gp(x) = 9 % Find the second derivative of h(x). 10 hpp (x) = save answer as gp(x); save answer as hpp(x); 11 % Find the derivative of m(x). save answer as mp(x); 12 mp(x) = 13 % Find the derivative of y and set it as Dy(x) 14 Dy (x)3= 15 % Find the derivative of y and set it as D2y(x) 16 D2y(x)=
Solve the following: (1) g(x) = tan(x³), find g'(x); (2) h(x) = (sin(3x))/2x, find h"(x); (3) m(x) = In(Tan-x), find m'(x) (4) Find Dy(x) given y(x), if Dy(x) = y'(x) (5) Find D2y(x) given y(x), if D2y(x) = y"(x)
Transcribed Image Text:Solve the following: (1) g(x) = tan(x³), find g'(x); (2) h(x) = (sin(3x))/2x, find h"(x); (3) m(x) = In(Tan-x), find m'(x) (4) Find Dy(x) given y(x), if Dy(x) = y'(x) (5) Find D2y(x) given y(x), if D2y(x) = y"(x)
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