y(x³ – y)dx – x(x³ + y)dy = 0 | - Use the exact differentials to solve the differential equation. Choose your answer from the choices below. * x² + 2y? = Cxy х? — 2у? 3 Сху"1 O A. О в.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Question
1. Given the equation:
y(x³ – y)dx – x(x³ + y)dy = 0
-
-
Use the exact differentials to solve the differential equation. Choose your answer
from the choices below. *
x² + 2y² = Cxy
x² – 2y² = Cxy¯1
O A.
О в
x² + 2y = Cxy²
x² – 2y = Cy²
-
c.
D.
Transcribed Image Text:1. Given the equation: y(x³ – y)dx – x(x³ + y)dy = 0 - - Use the exact differentials to solve the differential equation. Choose your answer from the choices below. * x² + 2y² = Cxy x² – 2y² = Cxy¯1 O A. О в x² + 2y = Cxy² x² – 2y = Cy² - c. D.
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