(y²+2x²y)dx+(2x³-xy)dy=0
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Answer:
Step-by-step explanation:
y(y+2x2)dx+x(2x2−y)dy=0
Substitute y=tx
t(t+2x)=(t−2x)y′
Note that y′=t′x+t
t(t+2x)=(t−2x)(t′x+t)
After some simplifications you get:
t′(t−2x)=4t
Consider now x′=dxdt
x′+x2t=14
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