the solution of dy/ dx =x+y/x is
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Step-by-step explanation:
Let y = vx ,
diff wrt x , dy/dx = v + xdv/dx
we have v+ xdv/dx = x + vx / x = 1 + v
xdv/dx = 1
d
dv= dx/x
v = logx + logk
as v= y/x
y/x = logx + logk
y = xlogx + (logk)x
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