Given α = 0.05, calculate the right-tailed and left-tailed critical value for ZCalculate right-tailed value:Since α = 0.05, the area under the curve is 1 - α → 1 - 0.05 = 0.95Our critical z value is 1.6449
Excel or Google Sheets formula:=NORMSINV(0.95)Calculate left-tailed value:Our critical z-value = -1.6449
Excel or Google Sheets formula:=NORMSINV(0.05)zProbability (Area under Curve)-2.32630.01-2.05370.02-1.88080.03-1.75070.04-1.64490.05-1.55480.06-1.47580.07-1.40510.08-1.34080.09-1.28160.10-1.22650.11-1.1750.12-1.12640.13-1.08030.14-1.03640.15-0.99450.16-0.95420.17-0.91540.18-0.87790.19-0.84160.20-0.80640.21-0.77220.22-0.73880.23-0.70630.24-0.67450.25-0.64330.26-0.61280.27-0.58280.28-0.55340.29-0.52440.30-0.49590.31-0.46770.32-0.43990.33-0.41250.34-0.38530.35-0.35850.36-0.33190.37-0.30550.38-0.27930.39-0.25330.40-0.22750.41-0.20190.42-0.17640.43-0.1510.44-0.12570.45-0.10040.46-0.07530.47-0.05020.48-0.02510.4900.500.02510.510.05020.520.07530.530.10040.540.12570.550.1510.560.17640.570.20190.580.22750.590.25330.600.27930.610.30550.620.33190.630.35850.640.38530.650.41250.660.43990.670.46770.680.49590.690.52440.700.55340.710.58280.720.61280.730.64330.740.67450.750.70630.760.73880.770.77220.780.80640.790.84160.800.87790.810.91540.820.95420.830.99450.841.03640.851.08030.861.12640.871.1750.881.22650.891.28160.901.34080.911.40510.921.47580.931.55480.941.64490.951.75070.961.88080.971.960.975-1.960.0252.05370.982.32630.99-2.57580.0052.57580.995
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