Activity #2 in Differential Equations Solve for PS for the following differential equations. Make sure to put a BOX on your final answers. Incomplete solutions will be considered incorrect. WRITE LEGIBLY AND NEATLY and make sure to upload your handwritten solution to Google Classroom. (y cos x + 2xe)dx + (sin x + x?e – 1)dy = 0 y² + y²e\w +2x²e 2ryeG 2 + yexy y' = 2у - хеху (2x²t – 2x3)dt + (4x3 – 6x?t + 2xt²)dx = 0
Activity #2 in Differential Equations Solve for PS for the following differential equations. Make sure to put a BOX on your final answers. Incomplete solutions will be considered incorrect. WRITE LEGIBLY AND NEATLY and make sure to upload your handwritten solution to Google Classroom. (y cos x + 2xe)dx + (sin x + x?e – 1)dy = 0 y² + y²e\w +2x²e 2ryeG 2 + yexy y' = 2у - хеху (2x²t – 2x3)dt + (4x3 – 6x?t + 2xt²)dx = 0
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Activity #2 in Differential Equations
Solve for
PS for the following differential equations. Make sure to put a BOX on your final
answers. Incomplete solutions will be considered incorrect. WRITE LEGIBLY AND NEATLY and make sure
to upload your handwritten solution to Google Classroom.
(y cos x + 2xe)dx + (sin x + x²e – 1)dy = 0
y² + y*ewi + 2r°«Gа
+ 2x*eG)°
2rye G
2 + ye*y
y' =
2у - хеху
(2x?t – 2x3)dt + (4x3 – 6x?t + 2xt²)dx = 0
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