I need help on Concepts on Maximum likelihood Estimation.
This question is intended to assess your understanding of point estimation.
You should be able to answer this question after working through Unit D1.
(a) The data in Table 4 relate to the classification of 134 recorded crimes(occurring during
a month in a certain UK postcode area) into five crime categories.
Table 4 Classification of crimes Crime categories
Observed frequency 1
25 14 42 11 42 A possible model for these data is the one indexed by a parameter ?, where 0 < ? <
1, with the following probabilities of categories 1,2,3,4,5, respectively:
(i) Show that the likelihood of ? for these data has the form
where c is a number and does not involve ?. (You should show how
c is formed, but you do not need to evaluate its value.)
(ii) Ignoring c, the log-likelihood is
Use MINITAB to evaluate l(?) at ? = 0.05,0.10,0.15,... ,0.95.
Give the values of l(?) in a table, and produce a graph in which
l(?) is plotted against ? for each of these values. (iii) Correct to two decimal places, the value of ? that maximizes l(?)
is 0.90. Find ?b, the maximum likelihood estimate of ?, correct to
three decimal places. Include sufficient detail in your answer to [
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