表A.1 正态分布表(中间概率值)

表B.1正态分布表*注意：（1）因为正态分布是对称分布，所以负的z分数具有与正的z分数相同的概率。（2）表中P值是图例中的中间概率值。ZYPZYPZYP0.00.00000.25.09870.50.19150.01.00400.26.10260.51.19500.02.00800.27.10640.52.19850.03.01200.28.11030.53.20190.04.01600.29.11410.54.20540.05.01990.30.11790.55.20880.06.02390.31.12170.56.21230.07.02790.32.12550.57.21570.08.03190.33.12930.58.21900.09.03590.34.13310.59.22240.10.03980.35.13680.60.22570.11.04380.36.14060.61.22910.12.04780.37.14430.62.23240.13.05170.38.14800.63.23570.14.05570.39.15170.64.23890.15.05960.40.15540.65.24220.16.06360.41.15910.66.24540.17.06750.42.16280.67.24860.18.07140.43.16640.68.25170.19.07530.44.17000.69.25490.20.07930.45.17360.70.25800.21.08320.46.17720.71.26110.22.08710.47.18080.72.26420.23.09100.48.18440.73.26730.24.09480.49.18790.74.2704ZYPZYPZYP0.75.27341.20.38491.65.45050.76.27641.21.38691.66.45150.77.27941.22.38881.67.45250.78.28231.23.39071.68.45350.79.28521.24.39251.69.45450.80.28811.25.39441.70.45540.81.29101.26.39621.71.45640.82.29391.27.39801.72.45730.83.29671.28.39971.73.45820.84.29951.29.40151.74.45910.85.30231.30.40321.75.45990.86.30511.31.40491.76.46080.87.30781.32.40661.77.46160.88.31061.33.40821.78.46250.89.31331.34.40991.79.46330.90.31591.35.41151.80.46410.91.31861.36.41311.81.46490.92.32121.37.41471.82.46560.93.32381.38.41621.83.46640.94.32641.39.41771.84.46710.95.32891.40.41921.85.46780.96.33151.41.42071.86.46860.97.33401.42.42221.87.46930.98.33651.43.42361.88.46990.99.33891.44.42511.89.47061.00.34131.45.42651.90.47131.01.34381.46.42791.91.47191.02.34611.47.42921.92.47261.03.34851.48.43061.93.47321.04.35081.49.43191.94.47381.05.35311.50.43321.95.47441.06.35541.51.43451.96.47501.07.35771.52.43571.97.47561.08.35991.53.43701.98.47611.09.36211.54.43821.99.47671.10.36431.55.43942.00.47721.11.36651.56.44062.01.47781.12.36861.57.44182.02.47831.13.37081.58.44292.03.47881.14.37291.59.44412.04.47931.15.37491.60.44522.05.47981.16.37701.61.44632.06.48031.17.37901.62.44742.07.48081.18.38101.63.44842.08.48121.19.38301.64.44952.09.4817ZYPZYPZYP2.10.48212.55.49463.00.49872.11.48262.56.49483.01.49872.12.48302.57.49493.02.49872.13.48342.58.49513.03.49882.14.48382.59.49523.04.49882.15.48422.60.49533.05.49892.16.48462.61.49553.06.49892.17.48502.62.49563.07.49892.18.48542.63.49573.08.49902.19.48572.64.49593.09.49902.20.48612.65.49603.10.49902.21.48642.66.49613.11.49912.22.48682.67.49623.12.49912.23.48712.68.49633.13.49912.24.48752.69.49643.14.49922.25.48782.70.49653.15.49922.26.48812.71.49663.16.49922.27.48842.72.49673.17.49922.28.48872.73.49683.18.49932.29.48902.74.49693.19.49932.30.48932.75.49703.20.49932.31.48962.76.49713.21.49932.32.48982.77.49723.22.49942.33.49012.78.49733.23.49942.34.49042.79.49743.24.49942.35.49062.80.49743.30.49952.36.49092.81.49753.40.49972.37.49112.82.49763.50.49982.38.49132.83.49773.60.49982.39.49162.84.49773.70.49992.40.49182.85.49783.80.49992.41.49202.86.49793.90.50002.42.49222.87.49794.00.50002.43.49252.88.49802.44.49272.89.49812.45.49292.90.49812.46.49312.91.49822.47.49322.92.49822.48.49342.93.49832.49.49362.94.4984