Question: Let f{x|θ) be the Cauchy scale pdf (a) Show that this family does not have an MLR. (b) If X is one observation from f(x|θ),

Let f{x|θ) be the Cauchy scale pdf
f(zi0) : 0>0. -00 <I< 0, %3D

(a) Show that this family does not have an MLR.
(b) If X is one observation from f(x|θ), show that |X| is sufficient for θ and that the distribution of |X| does have an MLR.

f(zi0) : 0>0. -00

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