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Im working through the following likelihood ratio problem below (not a homework question, studying for a final).

Given a uniform random sample on $[0, θ]$, derive the likelihood ratio test statistic for parameter θ, for the unconstrained model versus the constrained model $θ ≥ 2$.

I've worked through finding the unconstrained MLE of $X_{(n)}$. How would I proceed with the question? I'm not sure how to represent the constrained model.

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