Which of the following is the kernel of the boundary value problem \(\frac{d^2ϕ}{dx^2}+\lambda ϕ(x)\) = x with ϕ(0) = 0, ϕ'(1) = 0 is 

1
K(x, ξ) = \(\begin{cases}x, x>\xi\\\xi, x<\xi\end{cases}\)
2
K(x, ξ) = \(\begin{cases}x, x<\xi\\\xi, x>\xi\end{cases}\)
3
K(x, ξ) = \(\begin{cases}x, x>\xi\\ 1, x<\xi\end{cases}\)
4
K(x, ξ) = \(\begin{cases}x, x>\xi\\0, x<\xi\end{cases}\)
5
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