A contingency table for two independent binomial variable has counts (3, 0 0, 3) by row For H 0 1 2 and H 1 2 , show that the P value equals 1 64 for the exact unconditional test and 1 20 for Fishers exact test

Question: A contingency table for two independent binomial variable has counts (3, 0 / 0, 3) by row. For H 0 : 1 =

A contingency table for two independent binomial variable has counts (3, 0 / 0, 3) by row. For H₀: π₁ = π₂ and H_α : π₁ > π₂, show that the P-value equals 1/64 for the exact unconditional test and 1/20 for Fisher’s exact test.

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