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dy Differential equation = f(x) · g(y) can be solved by separating variable as - = f(x)dx. dy + 1+y? = 0 is If dx v1-x2 a. tan-x + sin¬ªy = C b. tan-1x – sin-ªy = C c. tan-iy + sin¬ªx = C d. tan-'y - sin-'x = C O a b.

dy Differential equation = f(x) · g(y) can be solved by separating variable as - = f(x)dx. dy + 1+y? = 0 is If dx v1-x2 a. tan-x + sin¬ªy = C b. tan-1x – sin-ªy = C c. tan-iy + sin¬ªx = C d. tan-'y - sin-'x = C O a b.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 4T
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17 Question * (5 Points) dy Differential equation = f(x) · g(y) can be solved by separating variable as = f (x)dx. g(y) dx dy 1+y? If O is + dx V1-x² a. tan-x + sin1y = C b. tan-x – sin-ly = C c. tan-y + sin-1x = C d. tan-'y – sin-'x = C a b
Transcribed Image Text:17 Question * (5 Points) dy Differential equation = f(x) · g(y) can be solved by separating variable as = f (x)dx. g(y) dx dy 1+y? If O is + dx V1-x² a. tan-x + sin1y = C b. tan-x – sin-ly = C c. tan-y + sin-1x = C d. tan-'y – sin-'x = C a b
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