- #1

jmorgan

- 5

- 0

f(x;α,β) =

__, 1 ,,,,,,,__.(x

^{α}.e

^{-x/β)}

,,,,,, ,,,,,,α!β

^{α+1}

I know that firstly you must take the likelihood of L(β). But unsure if I have done it correctly. I came out with the answer below, please can someone tell me where/if I have gone wrong.

L(β)= (α!β

^{α+1})

^{-n}.Σxi

^{α}.e

^{Σxi/βn}