statistics question...uploaded photo in comments..please helpp!
looks like an exponential distribution ....
\[\int_{1}^{inf}\theta x^{-(\theta+1)}dx=1\]
if im reading it right, the only variable is x, so this is just a power rule \[\int_{1}^{inf}\theta x^{-(\theta+1)}dx=1\] \[1=\frac{\theta x^{-(\theta+1)+1}}{-(\theta+1)+1}~:~[1,inf)\]
prolly not reading it right tho .....
I feel like it's a bit more complicated then that but I really have no idea
im sure it is a bit more complicated ... what does the theta represent? an angle or just a general unknown?
General unknown
\[lnX_1+lnX_2+lnX_3+...+lnX_n=ln(X_1~X_2~X_3~...~X_n)\] what does a product of the sample (space?) tells us?
Not sure
me either :/ .... and i have class starting soon. Ill check this out later to see if i can make heads or tails of it :) with any luck someone else who knows what they are doing will come along and give us some insights
http://math.arizona.edu/~jwatkins/N_unbiased.pdf this might be some of my reading material later
Ok thank you!
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