Solve the following differential equations: `(2x-10 y^3)(dy)/(dx)+y=0`

Explanation

`(2 x-10 y^{3}) frac{d y}{d x}+y=0`
`
y frac{d x}{d y}=10 y^{3}-2 x`
`
frac{d x}{d y}+frac{2 x}{y}=10 y^{2}`
`
frac{d x}{d y}+P x=Q f(y) `
`
Hence by I.F= e^ (int(2 / y) d y)`
`
I.F =e^(2 log y)=y^{2}`

Now
`
x(I . F)=int(10 y^{2} times y^{2}) d y`
`
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