shortest confidence interval

New Member
Hi
let x1,x2,...,xn be a random sample from distribution in under function distribution .
F(x)=[(x/θ)]^β , 0≤x<θ
if β is unknown and θ is known find a shortest confidence interval in level (1-α) for β^2

Last edited:

Dason

You keep using  like you want to write latex but we actually have latex support here. If you wrap something in [noparse][/noparse] tags then you'll have latex inside those tags. For example [noparse]$$\frac{\alpha}{\beta}$$[/noparse] will generate: $$\frac{\alpha}{\beta}$$