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(Solved): x_(1),....,x_(n)^(ud)\omega (\alpha ,\beta ) a) Define Find L(\alpha ,\beta ) liketehood \alpha ...
x_(1),....,x_(n)∼^(ud)\omega (\alpha ,\beta )a) Define Find
L(\alpha ,\beta )liketehood
\alpha ,\beta b) Find
hat(\alpha ),hat(\beta )(MLE) based on
L(\alpha ,\beta )c) let
\beta be known
(\beta _(0)),L\beta (\alpha ):=L(\alpha ,\beta _(0))d) define
L(\beta )=L(hat(\alpha )(\beta ),\beta )Find
hat(B)based on
L(\beta )e) compare
hat(\beta )found in (b) with (d)
