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I supposed to decide if the following are linear, non-linear, seperable, exact, homogeneous or one that requires and integrating factor:
(x)dy-(y)dx = ((x*y)^(1/2))dx and (x)dy-(y)dx =(2x^2*y^2)dy
Of course, non of the examples show an equation set up like this two. Can anyone help arrange it so I can decide? Thanks in advance!
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Numbers are the essence of the Universe
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Thanks! You make it look easy!
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But I have no idea on the second one.
Numbers are the essence of the Universe
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xdy-ydx= (2x^2*y^2)dy
xdy-(2x^2*y^2)dy=ydx
dy(x-2x^2*y^2)=ydx
dy/dx=y/(x-2x^2*y^2)
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Thanks Harman.
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r u satisfied with this answer.
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Actually, I submitted the work. I'll compare with my answer when get it back.. Thanks for your help.
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