Appendix B — Standard Normal Distribution Table 2

\(X\) étant une variable aléatoire de loi \(\mathcal{N}(0,1)\) et \(\alpha\) un réel de \([0,1]\), la table donne la valeur de \(z_{1-\frac{\alpha}{2}}=\Phi^{-1}(1-\frac{\alpha}{2})\) telle que \(P(|X| > z_{1-\frac{\alpha}{2}})=\alpha\). En , la commande correspondante est qnorm(1-alpha/2).

\(\alpha\)	0	0.01	0.02	0.03	0.04	0.05	0.06	0.07	0.08	0.09
0	Inf	2.5758	2.3263	2.1701	2.0537	1.9600	1.8808	1.8119	1.7507	1.6954
0.1	1.6449	1.5982	1.5548	1.5141	1.4758	1.4395	1.4051	1.3722	1.3408	1.3106
0.2	1.2816	1.2536	1.2265	1.2004	1.1750	1.1503	1.1264	1.1031	1.0803	1.0581
0.3	1.0364	1.0152	0.9945	0.9741	0.9542	0.9346	0.9154	0.8965	0.8779	0.8596
0.4	0.8416	0.8239	0.8064	0.7892	0.7722	0.7554	0.7388	0.7225	0.7063	0.6903
0.5	0.6745	0.6588	0.6433	0.6280	0.6128	0.5978	0.5828	0.5681	0.5534	0.5388
0.6	0.5244	0.5101	0.4959	0.4817	0.4677	0.4538	0.4399	0.4261	0.4125	0.3989
0.7	0.3853	0.3719	0.3585	0.3451	0.3319	0.3186	0.3055	0.2924	0.2793	0.2663
0.8	0.2533	0.2404	0.2275	0.2147	0.2019	0.1891	0.1764	0.1637	0.1510	0.1383
0.9	0.1257	0.1130	0.1004	0.0878	0.0753	0.0627	0.0502	0.0376	0.0251	0.0125