- #1
ghostyc
- 26
- 0
Hi all,
In this question, I found that
[tex] \Pr(X_i|\theta)=\frac{\exp(\theta x_i)}{1+\exp(\theta)} [/tex]
and I carry on with the likelihood being [tex] \frac{\exp(\theta \sum x_i)}{(1+\exp(\theta))^n} [/tex]
and so [tex] s=\sum x_i = Tn[/tex]
I need some help with part (c).
========================================
How do I start with this question then?
I couldn't get a general expression for [tex] \Pr(X_i|\theta) [/tex].
How do I generally deal with these "piecewise probability density function"?
Thanks!
In this question, I found that
[tex] \Pr(X_i|\theta)=\frac{\exp(\theta x_i)}{1+\exp(\theta)} [/tex]
and I carry on with the likelihood being [tex] \frac{\exp(\theta \sum x_i)}{(1+\exp(\theta))^n} [/tex]
and so [tex] s=\sum x_i = Tn[/tex]
I need some help with part (c).
========================================
How do I start with this question then?
I couldn't get a general expression for [tex] \Pr(X_i|\theta) [/tex].
How do I generally deal with these "piecewise probability density function"?
Thanks!