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İstatistik tabloları

Sınavda tablodan okumayı çalışmak için. Bir hücrenin üzerine gelince satırı ve sütunu vurgulanır. Tam değer ya da tabloda olmayan bir serbestlik derecesi için kritik değer hesaplayıcısını kullan.

Tablo

Hücre: z’nin solunda kalan alan, P(Z < z). Satır z’nin ilk ondalığını, sütun ikinci ondalığını verir. Örnek: P(Z < −2,63) için −2,6 satırı ve ,03 sütunu → ,0043.

z,00,01,02,03,04,05,06,07,08,09
−3,4,0003,0003,0003,0003,0003,0003,0003,0003,0003,0002
−3,3,0005,0005,0005,0004,0004,0004,0004,0004,0004,0003
−3,2,0007,0007,0006,0006,0006,0006,0006,0005,0005,0005
−3,1,0010,0009,0009,0009,0008,0008,0008,0008,0007,0007
−3,0,0013,0013,0013,0012,0012,0011,0011,0011,0010,0010
−2,9,0019,0018,0018,0017,0016,0016,0015,0015,0014,0014
−2,8,0026,0025,0024,0023,0023,0022,0021,0021,0020,0019
−2,7,0035,0034,0033,0032,0031,0030,0029,0028,0027,0026
−2,6,0047,0045,0044,0043,0041,0040,0039,0038,0037,0036
−2,5,0062,0060,0059,0057,0055,0054,0052,0051,0049,0048
−2,4,0082,0080,0078,0075,0073,0071,0069,0068,0066,0064
−2,3,0107,0104,0102,0099,0096,0094,0091,0089,0087,0084
−2,2,0139,0136,0132,0129,0125,0122,0119,0116,0113,0110
−2,1,0179,0174,0170,0166,0162,0158,0154,0150,0146,0143
−2,0,0228,0222,0217,0212,0207,0202,0197,0192,0188,0183
−1,9,0287,0281,0274,0268,0262,0256,0250,0244,0239,0233
−1,8,0359,0351,0344,0336,0329,0322,0314,0307,0301,0294
−1,7,0446,0436,0427,0418,0409,0401,0392,0384,0375,0367
−1,6,0548,0537,0526,0516,0505,0495,0485,0475,0465,0455
−1,5,0668,0655,0643,0630,0618,0606,0594,0582,0571,0559
−1,4,0808,0793,0778,0764,0749,0735,0721,0708,0694,0681
−1,3,0968,0951,0934,0918,0901,0885,0869,0853,0838,0823
−1,2,1151,1131,1112,1093,1075,1056,1038,1020,1003,0985
−1,1,1357,1335,1314,1292,1271,1251,1230,1210,1190,1170
−1,0,1587,1562,1539,1515,1492,1469,1446,1423,1401,1379
−0,9,1841,1814,1788,1762,1736,1711,1685,1660,1635,1611
−0,8,2119,2090,2061,2033,2005,1977,1949,1922,1894,1867
−0,7,2420,2389,2358,2327,2296,2266,2236,2206,2177,2148
−0,6,2743,2709,2676,2643,2611,2578,2546,2514,2483,2451
−0,5,3085,3050,3015,2981,2946,2912,2877,2843,2810,2776
−0,4,3446,3409,3372,3336,3300,3264,3228,3192,3156,3121
−0,3,3821,3783,3745,3707,3669,3632,3594,3557,3520,3483
−0,2,4207,4168,4129,4090,4052,4013,3974,3936,3897,3859
−0,1,4602,4562,4522,4483,4443,4404,4364,4325,4286,4247
−0,0,5000,4960,4920,4880,4840,4801,4761,4721,4681,4641
0,0,5000,5040,5080,5120,5160,5199,5239,5279,5319,5359
0,1,5398,5438,5478,5517,5557,5596,5636,5675,5714,5753
0,2,5793,5832,5871,5910,5948,5987,6026,6064,6103,6141
0,3,6179,6217,6255,6293,6331,6368,6406,6443,6480,6517
0,4,6554,6591,6628,6664,6700,6736,6772,6808,6844,6879
0,5,6915,6950,6985,7019,7054,7088,7123,7157,7190,7224
0,6,7257,7291,7324,7357,7389,7422,7454,7486,7517,7549
0,7,7580,7611,7642,7673,7704,7734,7764,7794,7823,7852
0,8,7881,7910,7939,7967,7995,8023,8051,8078,8106,8133
0,9,8159,8186,8212,8238,8264,8289,8315,8340,8365,8389
1,0,8413,8438,8461,8485,8508,8531,8554,8577,8599,8621
1,1,8643,8665,8686,8708,8729,8749,8770,8790,8810,8830
1,2,8849,8869,8888,8907,8925,8944,8962,8980,8997,9015
1,3,9032,9049,9066,9082,9099,9115,9131,9147,9162,9177
1,4,9192,9207,9222,9236,9251,9265,9279,9292,9306,9319
1,5,9332,9345,9357,9370,9382,9394,9406,9418,9429,9441
1,6,9452,9463,9474,9484,9495,9505,9515,9525,9535,9545
1,7,9554,9564,9573,9582,9591,9599,9608,9616,9625,9633
1,8,9641,9649,9656,9664,9671,9678,9686,9693,9699,9706
1,9,9713,9719,9726,9732,9738,9744,9750,9756,9761,9767
2,0,9772,9778,9783,9788,9793,9798,9803,9808,9812,9817
2,1,9821,9826,9830,9834,9838,9842,9846,9850,9854,9857
2,2,9861,9864,9868,9871,9875,9878,9881,9884,9887,9890
2,3,9893,9896,9898,9901,9904,9906,9909,9911,9913,9916
2,4,9918,9920,9922,9925,9927,9929,9931,9932,9934,9936
2,5,9938,9940,9941,9943,9945,9946,9948,9949,9951,9952
2,6,9953,9955,9956,9957,9959,9960,9961,9962,9963,9964
2,7,9965,9966,9967,9968,9969,9970,9971,9972,9973,9974
2,8,9974,9975,9976,9977,9977,9978,9979,9979,9980,9981
2,9,9981,9982,9982,9983,9984,9984,9985,9985,9986,9986
3,0,9987,9987,9987,9988,9988,9989,9989,9989,9990,9990
3,1,9990,9991,9991,9991,9992,9992,9992,9992,9993,9993
3,2,9993,9993,9994,9994,9994,9994,9994,9995,9995,9995
3,3,9995,9995,9995,9996,9996,9996,9996,9996,9996,9997
3,4,9997,9997,9997,9997,9997,9997,9997,9997,9997,9998