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Mathematics
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Solve the differential equation by separation of variables x(dy/dx)=4y
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get all your x one on side and y on the opposing side so we have xdy=4ydx dy/y=4dx/x
integrate both sides
lny=4lnx+C
y=e^(lnx+C)
oops y=e^(4lnx+C)
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The answer is y=cx^4
Just can't figure out how they got the x^4
y=e^(4lnx)e^C=x^4C
Thx I see thx a lot :)
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