We are testing H₀: ? ? .95;versus H_A: ? > .95.When $\bar { X } = .99$
s = .12,and n = 24,at alpha = .05,we reject H₀.(Assume a normally distributed population. )

Question

We are testing H₀: ? ? .95;versus H_A: ? > .95.When $\bar { X } = .99$ s = .12,and n = 24,at alpha = .05,we reject H₀.(Assume a normally distributed population. )

Quizplus · Accepted Answer

Since we are rejecting H₀ at alpha = .05, it means that our observed sample mean of .99 is statistically significant at the .05 level and falls in the rejection region for H₀. This supports the alternative hypothesis H_A, which states that μ > .95. Therefore, the answer is true.

We Are Testing H0: ? Xˉ=.99\bar { X } = .99Xˉ=.99

We Are Testing H₀: ? $\bar { X } = .99$