Question: Some statisticians claim that one must never, under any circumstances, accept the null hypothesis as true. One can reject the null hypothesis with suffi cient

Some statisticians claim that one must never, under any circumstances, accept the “null” hypothesis as true. One can reject the null hypothesis with suffi¬

cient evidence, they agree, but apparently one is in some sort of limbo when a result fails to be significant. Comment on this stand. Does it ever seem reasonable to believe that an hypothesis such as Hq\ p. = 0 is exactly true?

If not, how could H0 be modified to make it seem reasonable that it could be exactly true?

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