Let X1,…,X5X_1, \dots, X_5X1,…,X5 be i.i.d. ∼Uniform(0,θ)\sim \text{Uniform}(0, \theta)∼Uniform(0,θ) with θ>0\theta > 0θ>0 unknown. You observe the dataset D={2,7,3,5,4}D = \{2, 7, 3, 5, 4\}D={2,7,3,5,4}. Compute the maximum likelihood estimate θ^\hat{\theta}θ^.