2 Let X1 X2 Xs be independent samples from a normal distribu

2. Let X1, X2, Xs be independent samples from a normal distribution dis- tribution with mean and variance 1, conditional on 0 for all i That is, Xi has truncated Normal density function (H) Suppose X1 +X2+X3 5. Use Newton\'s method to find the maximum likelihood estimate for u. ou only need to find the value to two decimal places. You will need to calculate (A) for some values. You can look it up on a normal table.]

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