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In other words, the P-value is the probability of getting a finding at least as far removed from expected as we got. A decision about significance can then be made by comparing the obtained P-value with a stated value of . example: Suppose it turns out that Todd s 50 throws are approximately normally distributed with mean 47.5 yards and standard deviation 8 yards. His claim is that he can average 50 yards per throw. What is the probability of getting a finding this far below expected by chance alone (that is, what is the P-value) if his true average is 50 yards (assume the population standard deviation is 8 yards) Is this finding significant at = 0.05 At = 0.01 solution: We are assuming the population is normally distributed with mean 50 and standard deviation 8. 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