A question related to distributive bounded lattice.

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If L is a distributive bounded lattice then show that the complemented elements of L form a sublattice of L. The question is very simple to understand but I am not confirm about my answer. My question is Can I give an example to show this ? Or I have to prove this in general ? Can giving a particular example will be all good for this question? If not, I have no idea to prove this by other way.