Question: Assume that 1, 1 3i f(Xi10) o ' n are independent random variables with pdfs if 1) < < i(20 + 1) otherwise 0

Assume that 1, 1 3i f(Xi10) o ' n are independent random

Assume that 1, 1 3i f(Xi10) o ' n are independent random variables with pdfs if 1) < < i(20 + 1) otherwise 0 > 0 Let T (X) max{l where 1)} be the (one-dimensional) minimal sufficient statistic for . Is this minimal sufficient statistic T (X) complete? Justify your answers.

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