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Sat 30 Nov, 2019 01:40 pm
Your friend throws an unknown number, , of standard dice and reports that she got
x sixes.
(i) Assuming all throws of the dice,v, are independent, write down the likelihood of
given x.
(ii) By considering the ratio L(v + 1; x)=L(; x), show that there are two integer
values of which maximise the likelihood L.
@ch00yee,
Hmm. Interesting.
What did you come up with, and how, before I share my work?