4. ydx = 2(x + y)dy %3D a. x+2y = c1y² C. x+ 2xy = c¡y² b. 8x + y = c, y² d. x+ 2xy + y = c¡y² -5. (y? + yx)dx + x²dy = 0 a. xln]y| + y = cx C. yln|x| + x = cy b. 7yln|x| + 5xy = cy d. yln|x| + 9x – y = cy

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Differential Equation.

Solve the problem using Bernoulli and Simplify.

4. ydx = 2(x +y)dy
%3D
a. x+ 2y = c1y?
C. x+ 2xy = c1y²
b. 8x + y = c1y?
d. x+ 2xy + y = c¡y?
-5. (y? + yx)dx + x²dy = 0
a. xln|y| + y = cx
C. yln|x| + x = cy
b. 7yln|x| + 5xy = cy
d. yln|x| + 9x – y = cy
Transcribed Image Text:4. ydx = 2(x +y)dy %3D a. x+ 2y = c1y? C. x+ 2xy = c1y² b. 8x + y = c1y? d. x+ 2xy + y = c¡y? -5. (y? + yx)dx + x²dy = 0 a. xln|y| + y = cx C. yln|x| + x = cy b. 7yln|x| + 5xy = cy d. yln|x| + 9x – y = cy
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