- #1
Hummingbird25
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Homework Statement
Given the normal distribution
[tex]X_{ij} \sim N(\mu_i, \omega^2)[/tex] where i = 1,2 and j = 1,...,n
deduce that [tex]H_{0\mu}: \mu_1 = \mu _2[/tex]
The Attempt at a Solution
Do I take in the Likelyhood function here?
and use it to analyse the case?
Sincerely Hummingbird
p.s. I have reading in Wiki that the Null hypo is rejected by the likehood ratio test, could be what I am expected to show here?
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