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x3 + x 9) (8.7) Find the integrals convergence and its value | zdx. x3

x3 + x 9) (8.7) Find the integrals convergence and its value | zdx. x3

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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y = e*, y = 0,x = 0,x = 1 rotated about the y-axis. %3D 5) (6.3) Find the length of the curve f(x) = In(cos(x)) for 0 < x <T/3. 6) (8.1) Sx-sin(2x) dx 7) (8.) V9 - x? dx 8) (8.4) dx 1 x3 + x 9) (8.7) Find the integrals convergence and its value dx. 10) (9.) Determine the convergence of the following. Σ Σ 1 3n n² + n (2n)! n=1 11) (9.) Determine the absolute convergence of the following. Σ (-2)" (-1)"-1 nyn 3n n=1 12) (9.7) Find the center, radius and interval of convergence for the power (х — 2 (-1)" - 2)" series. n2n
Transcribed Image Text:y = e*, y = 0,x = 0,x = 1 rotated about the y-axis. %3D 5) (6.3) Find the length of the curve f(x) = In(cos(x)) for 0 < x <T/3. 6) (8.1) Sx-sin(2x) dx 7) (8.) V9 - x? dx 8) (8.4) dx 1 x3 + x 9) (8.7) Find the integrals convergence and its value dx. 10) (9.) Determine the convergence of the following. Σ Σ 1 3n n² + n (2n)! n=1 11) (9.) Determine the absolute convergence of the following. Σ (-2)" (-1)"-1 nyn 3n n=1 12) (9.7) Find the center, radius and interval of convergence for the power (х — 2 (-1)" - 2)" series. n2n
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