Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN: 9781285741550
Author: James Stewart
Publisher: Cengage Learning
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Question
p= I.F. = e/P(x) dx Now solve (I.F.) y = f (I.F.) - Q(x) dx 9. Solve the linear ODE using an Integrating Factor. dy3y8e5x - = dx 10. Solve the linear ODE using an Integrating Factor. x² + 2xy = 3sin(8x) dy dx 11. Referring to #9, find the particular solution to the DE if y(0) = 6. (I.F. denotes the integrating factor)
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Transcribed Image Text:p= I.F. = e/P(x) dx Now solve (I.F.) y = f (I.F.) - Q(x) dx 9. Solve the linear ODE using an Integrating Factor. dy3y8e5x - = dx 10. Solve the linear ODE using an Integrating Factor. x² + 2xy = 3sin(8x) dy dx 11. Referring to #9, find the particular solution to the DE if y(0) = 6. (I.F. denotes the integrating factor)
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