Suppose an ad agency claims that likes per hour of their ad is
not equal to 7 likes, on average. Several of their employees do not
believe them, so a manager decides to do a hypothesis test, at a 5%
significance level, to persuade them. She collects data for 19
hours and works through the testing procedure:
H0: μ=7; Ha: μ≠7
x¯=6.2
σ=0.9
α=0.05 (significance level)
The test statistic is
z0=x¯−μ0σn√=6.2−70.919√=−3.87
The critical values are −z0.025=−1.96 and z0.025=1.96.
Conclude whether...