Let x1 xm be iid having the uniform distribution u0 x and
Let X1, ..., Xm be i.i.d. having the uniform distribution U(0, θx) and Y1, ..., Yn be i.i.d. having the uniform distribution U(0, θy). Suppose that Xi's and Yj's are independent and that θx > 0 and θy > 0. Find the UMVUE of θx/θy when n > 1.
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let x1 xmnbspbe iid having the uniform distribution u0 thetax and y1 ynnbspbe iid having the uniform distribution u0
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