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Tablas de probabilidad, Ejercicios de Estadística

pues eso para hacer los ejercicios

Tipo: Ejercicios

2018/2019

Subido el 24/09/2019

jose-miguel-duran-gutierrez
jose-miguel-duran-gutierrez 🇪🇸

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Probabilities under the standard normal distribution
9590858075706560555045403530252015100500
z
,0001,0001,0001,0001,0001,0001,0001,0001,0001,0001,0001,0002,0002,0002,0002,0002,0002,0002,0002,0002-3.5
,0002,0002,0002,0002,0002,0002,0002,0002,0002,0002,0002,0002,0002,0003,0003,0003,0003,0003,0003,0003-3.4
,0003,0003,0003,0003,0003,0003,0003,0003,0003,0004,0004,0004,0004,0004,0004,0004,0004,0004,0004,0004-3.3
,0004,0005,0005,0005,0005,0005,0005,0005,0005,0005,0005,0005,0006,0006,0006,0006,0006,0006,0006,0006-3.2
,0006,0007,0007,0007,0007,0007,0007,0007,0008,0008,0008,0008,0008,0008,0008,0009,0009,0009,0009,0009-3.1
,0009,0010,0010,0010,0010,0010,0010,0011,0011,0011,0011,0011,0012,0012,0012,0012,0012,0013,0013,0013-3.0
,0013,0013,0014,0014,0014,0014,0015,0015,0015,0015,0016,0016,0016,0016,0017,0017,0017,0018,0018,0018-2.9
,0018,0019,0019,0019,0020,0020,0020,0021,0021,0021,0022,0022,0022,0023,0023,0024,0024,0024,0025,0025-2.8
,0025,0026,0026,0027,0027,0028,0028,0028,0029,0029,0030,0030,0031,0031,0032,0032,0033,0033,0034,0034-2.7
,0035,0035,0036,0036,0037,0037,0038,0039,0039,0040,0040,0041,0042,0042,0043,0043,0044,0045,0045,0046-2.6
,0047,0047,0048,0049,0050,0050,0051,0052,0053,0053,0054,0055,0056,0057,0057,0058,0059,0060,0061,0062-2.5
,0062,0063,0064,0065,0066,0067,0068,0069,0070,0071,0072,0073,0074,0075,0076,0077,0078,0079,0080,0081-2.4
,0083,0084,0085,0086,0087,0088,0090,0091,0092,0093,0095,0096,0097,0099,0100,0101,0103,0104,0105,0107-2.3
,0108,0110,0111,0113,0114,0116,0117,0119,0120,0122,0123,0125,0127,0128,0130,0132,0133,0135,0137,0139-2.2
,0140,0142,0144,0146,0148,0150,0151,0153,0155,0157,0159,0161,0163,0165,0167,0170,0172,0174,0176,0178-2.1
,0180,0183,0185,0187,0189,0192,0194,0196,0199,0201,0204,0206,0209,0211,0214,0216,0219,0222,0224,0227-2.0
,0230,0232,0235,0238,0241,0244,0247,0249,0252,0255,0258,0261,0264,0268,0271,0274,0277,0280,0283,0287-1.9
,0290,0293,0297,0300,0303,0307,0310,0314,0317,0321,0325,0328,0332,0336,0340,0343,0347,0351,0355,0359-1.8
,0363,0367,0371,0375,0379,0383,0387,0392,0396,0400,0404,0409,0413,0418,0422,0427,0431,0436,0440,0445-1.7
,0450,0455,0459,0464,0469,0474,0479,0484,0489,0494,0499,0505,0510,0515,0520,0526,0531,0536,0542,0547-1.6
,0553,0559,0564,0570,0576,0582,0587,0593,0599,0605,0611,0617,0623,0630,0636,0642,0648,0655,0661,0668-1.5
,0674,0681,0687,0694,0701,0707,0714,0721,0728,0735,0742,0749,0756,0763,0770,0778,0785,0792,0800,0807-1.4
,0815,0822,0830,0837,0845,0853,0861,0869,0877,0885,0893,0901,0909,0917,0925,0934,0942,0950,0959,0968-1.3
,0976,0985,0993,1002,1011,1020,1029,1038,1047,1056,1065,1074,1084,1093,1102,1112,1121,1131,1141,1150-1.2
,1160,1170,1180,1190,1199,1210,1220,1230,1240,1250,1261,1271,1281,1292,1302,1313,1324,1334,1345,1356-1.1
,1367,1378,1389,1400,1411,1423,1434,1445,1457,1468,1480,1491,1503,1515,1526,1538,1550,1562,1574,1586-1.0
,1598,1610,1623,1635,1647,1660,1672,1685,1697,1710,1723,1736,1748,1761,1774,1787,1800,1814,1827,1840-0.9
,1853,1867,1880,1894,1907,1921,1935,1948,1962,1976,1990,2004,2018,2032,2046,2061,2075,2089,2104,2118-0.8
,2133,2147,2162,2176,2191,2206,2221,2236,2251,2266,2281,2296,2311,2326,2342,2357,2373,2388,2404,2419-0.7
,2435,2450,2466,2482,2498,2514,2530,2546,2562,2578,2594,2610,2627,2643,2659,2676,2692,2709,2725,2742-0.6
,2759,2775,2792,2809,2826,2843,2860,2877,2894,2911,2928,2945,2963,2980,2997,3015,3032,3050,3067,3085-0.5
,3103,3120,3138,3156,3173,3191,3209,3227,3245,3263,3281,3299,3317,3335,3354,3372,3390,3409,3427,3445-0.4
,3464,3482,3501,3519,3538,3556,3575,3594,3612,3631,3650,3669,3688,3706,3725,3744,3763,3782,3801,3820-0.3
,3839,3859,3878,3897,3916,3935,3955,3974,3993,4012,4032,4051,4071,4090,4109,4129,4148,4168,4187,4207-0.2
,4226,4246,4266,4285,4305,4325,4344,4364,4384,4403,4423,4443,4463,4482,4502,4522,4542,4562,4581,4601-0.1
,4621,4641,4661,4681,4701,4720,4740,4760,4780,4800,4820,4840,4860,4880,4900,4920,4940,4960,4980,5000-0.0
,5378,5358,5338,5318,5298,5279,5259,5239,5219,5199,5179,5159,5139,5119,5099,5079,5059,5039,5019,50000.0
,5773,5753,5733,5714,5694,5674,5655,5635,5615,5596,5576,5556,5536,5517,5497,5477,5457,5437,5418,53980.1
,6160,6140,6121,6102,6083,6064,6044,6025,6006,5987,5967,5948,5928,5909,5890,5870,5851,5831,5812,57920.2
,6535,6517,6498,6480,6461,6443,6424,6405,6387,6368,6349,6330,6311,6293,6274,6255,6236,6217,6198,61790.3
,6896,6879,6861,6843,6826,6808,6790,6772,6754,6736,6718,6700,6682,6664,6645,6627,6609,6590,6572,65540.4
,7240,7224,7207,7190,7173,7156,7139,7122,7105,7088,7071,7054,7036,7019,7002,6984,6967,6949,6932,69140.5
,7564,7549,7533,7517,7501,7485,7469,7453,7437,7421,7405,7389,7372,7356,7340,7323,7307,7290,7274,72570.6
,7866,7852,7837,7823,7808,7793,7778,7763,7748,7733,7718,7703,7688,7673,7657,7642,7626,7611,7595,75800.7
,8146,8132,8119,8105,8092,8078,8064,8051,8037,8023,8009,7995,7981,7967,7953,7938,7924,7910,7895,78810.8
,8401,8389,8376,8364,8352,8339,8327,8314,8302,8289,8276,8263,8251,8238,8225,8212,8199,8185,8172,81590.9
,8632,8621,8610,8599,8588,8576,8565,8554,8542,8531,8519,8508,8496,8484,8473,8461,8449,8437,8425,84131.0
,8839,8829,8819,8809,8800,8789,8779,8769,8759,8749,8738,8728,8718,8707,8697,8686,8675,8665,8654,86431.1
,9023,9014,9006,8997,8988,8979,8970,8961,8952,8943,8934,8925,8915,8906,8897,8887,8878,8868,8858,88491.2
,9184,9177,9169,9162,9154,9146,9138,9130,9122,9114,9106,9098,9090,9082,9074,9065,9057,9049,9040,90311.3
,9325,9318,9312,9305,9298,9292,9285,9278,9271,9264,9257,9250,9243,9236,9229,9221,9214,9207,9199,91921.4
,9446,9440,9435,9429,9423,9417,9412,9406,9400,9394,9388,9382,9376,9369,9363,9357,9351,9344,9338,93311.5
,9549,9544,9540,9535,9530,9525,9520,9515,9510,9505,9500,9494,9489,9484,9479,9473,9468,9463,9457,94521.6
,9636,9632,9628,9624,9620,9616,9612,9607,9603,9599,9595,9590,9586,9581,9577,9572,9568,9563,9559,95541.7
,9709,9706,9702,9699,9696,9692,9689,9685,9682,9678,9674,9671,9667,9663,9659,9656,9652,9648,9644,96401.8
,9769,9767,9764,9761,9758,9755,9752,9750,9747,9744,9741,9738,9735,9731,9728,9725,9722,9719,9716,97121.9
,9819,9816,9814,9812,9810,9807,9805,9803,9800,9798,9795,9793,9790,9788,9785,9783,9780,9777,9775,97722.0
,9859,9857,9855,9853,9851,9849,9848,9846,9844,9842,9840,9838,9836,9834,9832,9829,9827,9825,9823,98212.1
,9891,9889,9888,9886,9885,9883,9882,9880,9879,9877,9876,9874,9872,9871,9869,9867,9866,9864,9862,98602.2
,9916,9915,9914,9913,9912,9911,9909,9908,9907,9906,9904,9903,9902,9900,9899,9898,9896,9895,9894,98922.3
,9937,9936,9935,9934,9933,9932,9931,9930,9929,9928,9927,9926,9925,9924,9923,9922,9921,9920,9919,99182.4
,9952,9952,9951,9950,9949,9949,9948,9947,9946,9946,9945,9944,9943,9942,9942,9941,9940,9939,9938,99372.5
,9964,9964,9963,9963,9962,9962,9961,9960,9960,9959,9959,9958,9957,9957,9956,9956,9955,9954,9954,99532.6
,9974,9973,9973,9972,9972,9971,9971,9971,9970,9970,9969,9969,9968,9968,9967,9967,9966,9966,9965,99652.7
,9981,9980,9980,9980,9979,9979,9979,9978,9978,9978,9977,9977,9977,9976,9976,9975,9975,9975,9974,99742.8
,9986,9986,9985,9985,9985,9985,9984,9984,9984,9984,9983,9983,9983,9983,9982,9982,9982,9981,9981,99812.9
,9990,9989,9989,9989,9989,9989,9989,9988,9988,9988,9988,9988,9987,9987,9987,9987,9987,9986,9986,99863.0
,9993,9992,9992,9992,9992,9992,9992,9992,9991,9991,9991,9991,9991,9991,9991,9990,9990,9990,9990,99903.1
,9995,9994,9994,9994,9994,9994,9994,9994,9994,9994,9994,9994,9993,9993,9993,9993,9993,9993,9993,99933.2
,9996,9996,9996,9996,9996,9996,9996,9996,9996,9995,9995,9995,9995,9995,9995,9995,9995,9995,9995,99953.3
,9997,9997,9997,9997,9997,9997,9997,9997,9997,9997,9997,9997,9997,9996,9996,9996,9996,9996,9996,99963.4
,9998,9998,9998,9998,9998,9998,9998,9998,9998,9998,9998,9997,9997,9997,9997,9997,9997,9997,9997,99973.5
9590858075706560555045403530252015100500
z
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Probabilities under the standard normal distribution

Critical values for the X

distribution with df degrees of freedom