If the confidence interval is given as 90%, 93%, 96% and 98%. Find the value of z. Round the answer to the two decimal places.
The critical value for α=0.1\alpha = 0.1α=0.1 is zc=z1−α/2=1.64.z_c = z_{1-\alpha/2} = 1.64.zc=z1−α/2=1.64.
The critical value for α=0.07\alpha = 0.07α=0.07 is zc=z1−α/2=1.81.z_c = z_{1-\alpha/2} = 1.81.zc=z1−α/2=1.81.
The critical value for α=0.04\alpha = 0.04α=0.04 is zc=z1−α/2=2.05.z_c = z_{1-\alpha/2} = 2.05.zc=z1−α/2=2.05.
The critical value for α=0.02\alpha = 0.02α=0.02 is zc=z1−α/2=2.33.z_c = z_{1-\alpha/2} = 2.33.zc=z1−α/2=2.33.
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