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Consider the one-sided conditional exponential distribution
where l > 0 and Z(l) is the normalizing constant required to make the area under fX(x|l) equal unity
a. Determine the normalizing constant Z(l).
b. Given N independent values of x, namely x1, x2, ¼, xN, use Bayes' rule to formulate the conditional probability density function of the parameter l, given this data set.
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