The solution of the Fredholm integral equation

\(y(s)=s+2 \int_{0}^{1}\left(s t^{2}+s^{2} t\right) y(t) d t\) is

1
y(s) = -(50s + 40s2)
2
y(s) = (30s + 15s2)
3
y(s) = -(30s + 40s2)
4
y(s) = (60s + 50s2)
5
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