Mathematics, 17.12.2019 06:31 shaniahharrisoov3lqv
Construct a level α likelihood ratio test (lrt) to test h0 : µx − µy ≤ −δ h1 : µx − µy > −δ. q2(1pt): similarly construct a level α lrt to test h0 : µx − µy ≥ δ h1 : µx − µy < δ q3(2pt): based on the result of q1 and q2, construct a rejection region for testing the original hypothesis h0 : µx − µy ≤ −δ or µx − µy ≥ δ h1 : −δ < µx − µy < δ. q4(2pt): verify the rejection region found q3 is a level α test.
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Construct a level α likelihood ratio test (lrt) to test h0 : µx − µy ≤ −δ h1 : µx − µy > −δ. q...
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