%\documentclass{article}\begin{document}\textwidth=15cm\hoffset=-2cm

\centerline{\bf LOI DE POISSON ($0.1\leq \lambda\leq 1$)}

\vskip2cm

La table donne, pour $k$ entier et $\lambda$ réel, $p_k =P(X=k)$ et $\sum p_k =P(X\leq k)$.
\vskip1cm

\begin{center}
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|}
\hline
&$\lambda=0.1$&&$\lambda=0.2$&&$\lambda=0.3$&&$\lambda=0.4$&&$\lambda=0.5$&\\
&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$\\
k&&&&&&&&&&\\
\hline
0&0.9048&0.9048&0.8187&0.8187&0.7408&0.7408&0.6703&0.6703&0.6065&0.6065\\
1&0.0905&0.9953&0.1637&0.9825&0.2222&0.9631&0.2681&0.9384&0.3033&0.9098\\
2&0.0045&0.9998&0.0164&0.9989&0.0333&0.9964&0.0536&0.9921&0.0758&0.9856\\
3&0.0002&1         &0.0011&0.9999&0.0033&0.9997&0.0072&0.9992&0.0126&0.9982\\
4&          0&         1&0.0001&          1&0.0003&         1&0.0007&0.9999&0.0016&0.9998\\
5&          &             &         0&           1&        0&         1&0.0001&         1&0.0002&         1\\
\hline
\hline
&$\lambda=0.6$&&$\lambda=0.7$&&$\lambda=0.8$&&$\lambda=0.9$&&$\lambda=1$&\\
&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$\\
k&&&&&&&&&&\\
\hline
0&0.5488&0.5488&0.4966&0.4966&0.4493&0.4493&0.4066&0.4066&0.3679&0.3679\\
1&0.3293&0.8781&0.3476&0.8442&0.3595&0.8088&0.3659&0.7725&0.3679&0.7358\\
2&0.0988&0.9769&0.1217&0.9659&0.1438&0.9526&0.1647&0.9371&0.1839&0.9197\\
3&0.0198&0.9966&0.0284&0.9942&0.0383&0.9909&0.0494&0.9865&0.0613&0.9810\\
4&0.0030&0.9996&0.0050&0.9992&0.0077&0.9986&0.0111&0.9977&0.0153&0.9963\\
5&0.0004&         1&0.0007&0.9999&0.0012&0.9998&0.0020&0.9997&0.0031&0.9994\\
6&         0&         1&0.0001&         1&0.0002&         1&0.0003&         1&0.0005&0.9999\\
7&         0&         1&         0&         1&         0&         1&         0&         1&0.0001&         1\\
\hline
\end{tabular}
\end{center}

\vfill\eject

\centerline{\bf LOI DE POISSON ($2\leq \lambda\leq 6$)}

\vskip2cm

La table donne, pour $k$ entier et $\lambda$ réel, $p_k =P(X=k)$ et $\sum p_k =P(X\leq k)$.
\vskip1cm

\begin{center}
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|}
\hline
&$\lambda=2$&&$\lambda=3$&&$\lambda=4$&&$\lambda=5$&&$\lambda=6$&\\
&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$\\
k&&&&&&&&&&\\
\hline
0&0.1353&0.1353&0.0498&0.0498&0.0183&0.0183&0.0067&0.0067&0.0025&0.0025\\
1&0.2707&0.4060&0.1494&0.1991&0.0733&0.0916&0.0337&0.0404&0.0149&0.0174\\
2&0.2707&0.6767&0.2240&0.4232&0.1465&0.2381&0.0842&0.1247&0.0446&0.0620\\
3&0.1804&0.8571&0.2240&0.6472&0.1954&0.4335&0.1404&0.2650&0.0892&0.1512\\
4&0.0902&0.9473&0.1680&0.8153&0.1954&0.6288&0.1755&0.4405&0.1339&0.2851\\
5&0.0361&0.9834&0.1008&0.9161&0.1563&0.7851&0.1755&0.6160&0.1606&0.4457\\
6&0.0120&0.9955&0.0504&0.9665&0.1042&0.8893&0.1462&0.7622&0.1606&0.6063\\
7&0.0034&0.9989&0.0216&0.9881&0.0595&0.9489&0.1044&0.8666&0.1377&0.7440\\
8&0.0009&0.9998&0.0081&0.9962&0.0298&0.9786&0.0653&0.9319&0.1033&0.8472\\
9&0.0002&1&0.0027&0.9989&0.0132&0.9919&0.0363&0.9682&0.0688&0.9161\\
10&0&1&0.0008&0.9997&0.0053&0.9972&0.0181&0.9863&0.0413&0.9574\\
11&0&1&0.0002&0.9999&0.0019&0.9991&0.0082&0.9945&0.0225&0.9799\\
12&0&1&0.0001&1&0.0006&0.9997&0.0034&0.9980&0.0113&0.9912\\
13& 0& 0&0&1&0.0002&0.9999&0.0013&0.9993&0.0052&0.9964\\
14& 0& 0&0&1&0.0001&1&0.0005&0.9998&0.0022&0.9986\\
15& 0& 0& 0& 0&0&1&0.0002&0.9999&0.0009&0.9995\\
16& 0& 0& 0& 0&0&1&0&1&0.0003&0.9998\\
17& 0& 0& 0& 0&0&1&0&1&0.0001&0.9999\\
18& 0& 0& 0& 0& 0& 0&0&1&0&1\\
\hline
\end{tabular}
\end{center}

\vfill\eject
\centerline{\bf LOI DE POISSON ($7\leq \lambda\leq 11$)}

\vskip2cm
La table donne, pour $k$ entier et $\lambda$ réel, $p_k =P(X=k)$ et $\sum p_k =P(X\leq k)$.
\vskip1cm

\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|}
\hline
&$\lambda=7$&&$\lambda=8$&&$\lambda=9$&&$\lambda=10$&&$\lambda=11$&\\
&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$\\
k&&&&&&&&&&\\
\hline
0&0.0009&0.0009&0.0003&0.0003&0.0001&0.0001&0&0&0&0\\
1&0.0064&0.0073&0.0027&0.0030&0.0011&0.0012&0.0005&0.0005&0.0002&0.0002\\
2&0.0223&0.0296&0.0107&0.0138&0.0050&0.0062&0.0023&0.0028&0.0010&0.0012\\
3&0.0521&0.0818&0.0286&0.0424&0.0150&0.0212&0.0076&0.0103&0.0037&0.0049\\
4&0.0912&0.1730&0.0573&0.0996&0.0337&0.0550&0.0189&0.0293&0.0102&0.0151\\
5&0.1277&0.3007&0.0916&0.1912&0.0607&0.1157&0.0378&0.0671&0.0224&0.0375\\
6&0.1490&0.4497&0.1221&0.3134&0.0911&0.2068&0.0631&0.1301&0.0411&0.0786\\
7&0.1490&0.5987&0.1396&0.4530&0.1171&0.3239&0.0901&0.2202&0.0646&0.1432\\
8&0.1304&0.7291&0.1396&0.5925&0.1318&0.4557&0.1126&0.3328&0.0888&0.2320\\
9&0.1014&0.8305&0.1241&0.7166&0.1318&0.5874&0.1251&0.4579&0.1085&0.3405\\
10&0.0710&0.9015&0.0993&0.8159&0.1186&0.7060&0.1251&0.5830&0.1194&0.4599\\
11&0.0452&0.9467&0.0722&0.8881&0.0970&0.8030&0.1137&0.6968&0.1194&0.5793\\
12&0.0263&0.9730&0.0481&0.9362&0.0728&0.8758&0.0948&0.7916&0.1094&0.6887\\
13&0.0142&0.9872&0.0296&0.9658&0.0504&0.9261&0.0729&0.8645&0.0926&0.7813\\
14&0.0071&0.9943&0.0169&0.9827&0.0324&0.9585&0.0521&0.9165&0.0728&0.8540\\
15&0.0033&0.9976&0.0090&0.9918&0.0194&0.9780&0.0347&0.9513&0.0534&0.9074\\
16&0.0014&0.9990&0.0045&0.9963&0.0109&0.9889&0.0217&0.9730&0.0367&0.9441\\
17&0.0006&0.9996&0.0021&0.9984&0.0058&0.9947&0.0128&0.9857&0.0237&0.9678\\
18&0.0002&0.9999&0.0009&0.9993&0.0029&0.9976&0.0071&0.9928&0.0145&0.9823\\
19&0.0001&1&0.0004&0.9997&0.0014&0.9989&0.0037&0.9965&0.0084&0.9907\\
20&0&1&0.0002&0.9999&0.0006&0.9996&0.0019&0.9984&0.0046&0.9953\\
21&0&1&0.0001&1&0.0003&0.9998&0.0009&0.9993&0.0024&0.9977\\
22&0&1&0&1&0.0001&0.9999&0.0004&0.9997&0.0012&0.9990\\
23&0& 1&         0&          1&        0&        1&0.0002&0.9999&0.0006&0.9995\\
24& 0& 1& 0& 1&0&1&0.0001&1&0.0003&0.9998\\
25& 0& 1& 0& 1&0&1&0&1&0.0001&0.9999\\
26& 0& 1& 0& 1& 0& 1&0&1&0&1\\
\hline
\end{tabular}

\vfill\eject
\centerline{\bf LOI DE POISSON ($12\leq \lambda\leq 16$)}

\vskip2cm
La table donne, pour $k$ entier et $\lambda$ réel, $p_k =P(X=k)$ et $\sum p_k =P(X\leq k)$.
\vskip1cm

\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|}
\hline
&$\lambda=12$&&$\lambda=13$&&$\lambda=14$&&$\lambda=15$&&$\lambda=16$&\\
&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$&$p_k$&$\sum p_k$\\
k&&&&&&&&&&\\
\hline
0&0&0&0&0&0&0&0&0&0&0\\
1&0.0001&0.0001&0&0&0&0&0&0&0&0\\
2&0.0004&0.0005&0.0002&0.0002&0.0001&0.0001&0&0&0&0\\
3&0.0018&0.0023&0.0008&0.0011&0.0004&0.0005&0.0002&0.0002&0.0001&0.0001\\
4&0.0053&0.0076&0.0027&0.0037&0.0013&0.0018&0.0006&0.0009&0.0003&0.0004\\
5&0.0127&0.0203&0.0070&0.0107&0.0037&0.0055&0.0019&0.0028&0.0010&0.0014\\
6&0.0255&0.0458&0.0152&0.0259&0.0087&0.0142&0.0048&0.0076&0.0026&0.0040\\
7&0.0437&0.0895&0.0281&0.0540&0.0174&0.0316&0.0104&0.0180&0.0060&0.0100\\
8&0.0655&0.1550&0.0457&0.0998&0.0304&0.0621&0.0194&0.0374&0.0120&0.0220\\
9&0.0874&0.2424&0.0661&0.1658&0.0473&0.1094&0.0324&0.0699&0.0213&0.0433\\
10&0.1048&0.3472&0.0859&0.2517&0.0663&0.1757&0.0486&0.1185&0.0341&0.0774\\
11&0.1144&0.4616&0.1015&0.3532&0.0844&0.2600&0.0663&0.1848&0.0496&0.1270\\
12&0.1144&0.5760&0.1099&0.4631&0.0984&0.3585&0.0829&0.2676&0.0661&0.1931\\
13&0.1056&0.6815&0.1099&0.5730&0.1060&0.4644&0.0956&0.3632&0.0814&0.2745\\
14&0.0905&0.7720&0.1021&0.6751&0.1060&0.5704&0.1024&0.4657&0.0930&0.3675\\
15&0.0724&0.8444&0.0885&0.7636&0.0989&0.6694&0.1024&0.5681&0.0992&0.4667\\
16&0.0543&0.8987&0.0719&0.8355&0.0866&0.7559&0.0960&0.6641&0.0992&0.5660\\
17&0.0383&0.9370&0.0550&0.8905&0.0713&0.8272&0.0847&0.7489&0.0934&0.6593\\
18&0.0255&0.9626&0.0397&0.9302&0.0554&0.8826&0.0706&0.8195&0.0830&0.7423\\
19&0.0161&0.9787&0.0272&0.9573&0.0409&0.9235&0.0557&0.8752&0.0699&0.8122\\
20&0.0097&0.9884&0.0177&0.9750&0.0286&0.9521&0.0418&0.9170&0.0559&0.8682\\
21&0.0055&0.9939&0.0109&0.9859&0.0191&0.9712&0.0299&0.9469&0.0426&0.9108\\
22&0.0030&0.9970&0.0065&0.9924&0.0121&0.9833&0.0204&0.9673&0.0310&0.9418\\
23&0.0016&0.9985&0.0037&0.9960&0.0074&0.9907&0.0133&0.9805&0.0216&0.9633\\
24&0.0008&0.9993&0.0020&0.9980&0.0043&0.9950&0.0083&0.9888&0.0144&0.9777\\
25&0.0004&0.9997&0.0010&0.9990&0.0024&0.9974&0.0050&0.9938&0.0092&0.9869\\
26&0.0002&0.9999&0.0005&0.9995&0.0013&0.9987&0.0029&0.9967&0.0057&0.9925\\
27&0.0001&0.9999&0.0002&0.9998&0.0007&0.9994&0.0016&0.9983&0.0034&0.9959\\
28&0&1&0.0001&0.9999&0.0003&0.9997&0.0009&0.9991&0.0019&0.9978\\
29& 0& 1&0.0001&1&0.0002&0.9999&0.0004&0.9996&0.0011&0.9989\\
30& 0& 1& 0& 1&0.0001&0.9999&0.0002&0.9998&0.0006&0.9994\\
31& 0& 1& 0& 1& 0& 1&0.0001&0.9999&0.0003&0.9997\\
32& 0& 1& 0& 1& 0& 1& 0& 1&0.0001&0.9999\\
33& 0& 1& 0& 1& 0& 1& 0& 1&0.0001&0.9999\\
\hline
\end{tabular}
\vfill\eject
%\end{document}%\documentclass{article}\usepackage[pdftex]{graphicx}\textheight = 22.8cm\voffset = -2cm\pagestyle{empty}\begin{document}
\textbf{LOI DE LAPLACE-GAUSS}

\hbox{\vbox{\hsize=7cm La table donne $\Phi(t)=P(0<X<t)$}
\hskip2cm \includegraphics[width=2in]{laplace-gauss.pdf}}

\begin{center}
\begin{tabular}{|c|cccccccccc|}
\hline
t&0&1&2&3&4&5&6&7&8&9\\
\hline
0.0&0.0000&0.0040&0.0080&0.0120&0.0160&0.0199&0.0239&0.0279&0.0319&0.0359\\ 0.1&0.0398&0.0438&0.0478&0.0517&0.0557&0.0596&0.0636&0.0675&0.0714&0.0753\\ 0.2&0.0793&0.0832&0.0871&0.0910&0.0948&0.0987&0.1026&0.1064&0.1103&0.1141\\ 0.3&0.1179&0.1217&0.1255&0.1293&0.1331&0.1368&0.1406&0.1443&0.1480&0.1517\\ 0.4&0.1554&0.1591&0.1628&0.1664&0.1700&0.1736&0.1772&0.1808&0.1844&0.1879\\ 0.5&0.1915&0.1950&0.1985&0.2019&0.2054&0.2088&0.2123&0.2157&0.2190&0.2224\\ 0.6&0.2257&0.2291&0.2324&0.2357&0.2389&0.2422&0.2454&0.2486&0.2517&0.2549\\ 0.7&0.2580&0.2611&0.2642&0.2673&0.2704&0.2734&0.2764&0.2794&0.2823&0.2852\\ 0.8&0.2881&0.2910&0.2939&0.2967&0.2995&0.3023&0.3051&0.3078&0.3106&0.3133\\ 0.9&0.3159&0.3186&0.3212&0.3238&0.3264&0.3289&0.3315&0.3340&0.3365&0.3389\\ 
&&&&&&&&&&\\
1.0&0.3413&0.3438&0.3461&0.3485&0.3508&0.3531&0.3554&0.3577&0.3599&0.3621\\ 1.1&0.3643&0.3665&0.3686&0.3708&0.3729&0.3749&0.3770&0.3790&0.3810&0.3830\\ 1.2&0.3849&0.3869&0.3888&0.3907&0.3925&0.3944&0.3962&0.3980&0.3997&0.4015\\ 1.3&0.4032&0.4049&0.4066&0.4082&0.4099&0.4115&0.4131&0.4147&0.4162&0.4177\\ 1.4&0.4192&0.4207&0.4222&0.4236&0.4251&0.4265&0.4279&0.4292&0.4306&0.4319\\ 1.5&0.4332&0.4345&0.4357&0.4370&0.4382&0.4394&0.4406&0.4418&0.4429&0.4441\\ 1.6&0.4452&0.4463&0.4474&0.4484&0.4495&0.4505&0.4515&0.4525&0.4535&0.4545\\ 1.7&0.4554&0.4564&0.4573&0.4582&0.4591&0.4599&0.4608&0.4616&0.4625&0.4633\\ 1.8&0.4641&0.4649&0.4656&0.4664&0.4671&0.4678&0.4686&0.4693&0.4699&0.4706\\ 1.9&0.4713&0.4719&0.4726&0.4732&0.4738&0.4744&0.4750&0.4756&0.4761&0.4767\\ 
&&&&&&&&&&\\
2.0&0.4772&0.4778&0.4783&0.4788&0.4793&0.4798&0.4803&0.4808&0.4812&0.4817\\ 2.1&0.4821&0.4826&0.4830&0.4834&0.4838&0.4842&0.4846&0.4850&0.4854&0.4857\\ 2.2&0.4861&0.4864&0.4868&0.4871&0.4875&0.4878&0.4881&0.4884&0.4887&0.4890\\ 2.3&0.4893&0.4896&0.4898&0.4901&0.4904&0.4906&0.4909&0.4911&0.4913&0.4916\\ 2.4&0.4918&0.4920&0.4922&0.4925&0.4927&0.4929&0.4931&0.4932&0.4934&0.4936\\ 2.5&0.4938&0.4940&0.4941&0.4943&0.4945&0.4946&0.4948&0.4949&0.4951&0.4952\\ 2.6&0.4953&0.4955&0.4956&0.4957&0.4959&0.4960&0.4961&0.4962&0.4963&0.4964\\ 2.7&0.4965&0.4966&0.4967&0.4968&0.4969&0.4970&0.4971&0.4972&0.4973&0.4974\\ 2.8&0.4974&0.4975&0.4976&0.4977&0.4977&0.4978&0.4979&0.4979&0.4980&0.4981\\ 2.9&0.4981&0.4982&0.4982&0.4983&0.4984&0.4984&0.4985&0.4985&0.4986&0.4986\\ &&&&&&&&&&\\
3.0&0.4987&0.4987&0.4987&0.4988&0.4988&0.4989&0.4989&0.4989&0.4990&0.4990\\ 3.1&0.4990&0.4991&0.4991&0.4991&0.4992&0.4992&0.4992&0.4992&0.4993&0.4993\\ 3.2&0.4993&0.4993&0.4994&0.4994&0.4994&0.4994&0.4994&0.4995&0.4995&0.4995\\ 3.3&0.4995&0.4995&0.4995&0.4996&0.4996&0.4996&0.4996&0.4996&0.4996&0.4997\\ 3.4&0.4997&0.4997&0.4997&0.4997&0.4997&0.4997&0.4997&0.4997&0.4997&0.4998\\ 3.5&0.4998&0.4998&0.4998&0.4998&0.4998&0.4998&0.4998&0.4998&0.4998&0.4998\\ 3.6&0.4998&0.4998&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999\\ 3.7&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999\\ 3.8&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999&0.4999\\ 3.9&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000\\ 4.0&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000&0.5000\\
\hline
\end{tabular}
\end{center}
%\end{document}%\documentclass[oneside,10pt,a4paper]{book}\usepackage[ansinew]{inputenc}\usepackage{amsmath}\usepackage[pdftex]{graphicx}\textwidth=15cm\textheight=22.8cm\hoffset=12mm\voffset=9mm\begin{document}

\vfill\eject
\centerline{\bf LOI DE PEARSON}
\vskip2cm


\begin{center}
\includegraphics[width=2in]{chianu.pdf}

La table donne $\chi_{\alpha,\nu}^2$ tel que $P(|\chi_{\alpha,\nu}^2|>t_{\alpha})=\alpha$.
\end{center}

\vskip2cm

\vtop{\hskip0cm
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|}
\hline
$\nu\setminus\alpha$&0.99&0.98&0.95&0.9&0.8&0.2&0.1&0.05&0.02&0.01\\
\hline
1& 0.000& 0.001& 0.004& 0.016& 0.064& 1.642& 2.706& 3.841& 5.412& 6.635\\2& 0.020& 0.040& 0.103& 0.211& 0.446& 3.219& 4.605& 5.991& 7.824& 9.210\\3& 0.115& 0.185& 0.352& 0.584& 1.005& 4.642& 6.251& 7.815& 9.837& 11.345\\4& 0.297& 0.429& 0.711& 1.064& 1.649& 5.989& 7.779& 9.488& 11.668& 13.277\\5& 0.554& 0.752& 1.145& 1.610& 2.343& 7.289& 9.236& 11.070& 13.388& 15.086\\6& 0.872& 1.134& 1.635& 2.204& 3.070& 8.558& 10.645& 12.592& 15.033& 16.812\\7& 1.239& 1.564& 2.167& 2.833& 3.822& 9.803& 12.017& 14.067& 16.622& 18.475\\8& 1.646& 2.032& 2.733& 3.490& 4.594& 11.030& 13.362& 15.507& 18.168& 20.090\\9& 2.088& 2.532& 3.325& 4.168& 5.380& 12.242& 14.684& 16.919& 19.679& 21.666\\10& 2.558& 3.059& 3.940& 4.865& 6.179& 13.442& 15.987& 18.307& 21.161& 23.209\\11& 3.053& 3.609& 4.575& 5.578& 6.989& 14.631& 17.275& 19.675& 22.618& 24.725\\12& 3.571& 4.178& 5.226& 6.304& 7.807& 15.812& 18.549& 21.026& 24.054& 26.217\\13& 4.107& 4.765& 5.892& 7.042& 8.634& 16.985& 19.812& 22.362& 25.472& 27.688\\14& 4.660& 5.368& 6.571& 7.790& 9.467& 18.151& 21.064& 23.685& 26.873& 29.141\\15& 5.229& 5.985& 7.261& 8.547& 10.307& 19.311& 22.307& 24.996& 28.259& 30.578\\16& 5.812& 6.614& 7.962& 9.312& 11.152& 20.465& 23.542& 26.296& 29.633& 32.000\\17& 6.408& 7.255& 8.672& 10.085& 12.002& 21.615& 24.769& 27.587& 30.995& 33.409\\18& 7.015& 7.906& 9.390& 10.865& 12.857& 22.760& 25.989& 28.869& 32.346& 34.805\\19& 7.633& 8.567& 10.117& 11.651& 13.716& 23.900& 27.204& 30.144& 33.687& 36.191\\20& 8.260& 9.237& 10.851& 12.443& 14.578& 25.038& 28.412& 31.410& 35.020& 37.566\\21& 8.897& 9.915& 11.591& 13.240& 15.445& 26.171& 29.615& 32.671& 36.343& 38.932\\22& 9.542& 10.600& 12.338& 14.041& 16.314& 27.301& 30.813& 33.924& 37.659& 40.289\\23& 10.196& 11.293& 13.091& 14.848& 17.187& 28.429& 32.007& 35.172& 38.968& 41.638\\24& 10.856& 11.992& 13.848& 15.659& 18.062& 29.553& 33.196& 36.415& 40.270& 42.980\\25& 11.524& 12.697& 14.611& 16.473& 18.940& 30.675& 34.382& 37.652& 41.566& 44.314\\26& 12.198& 13.409& 15.379& 17.292& 19.820& 31.795& 35.563& 38.885& 42.856& 45.642\\27& 12.879& 14.125& 16.151& 18.114& 20.703& 32.912& 36.741& 40.113& 44.140& 46.963\\28& 13.565& 14.847& 16.928& 18.939& 21.588& 34.027& 37.916& 41.337& 45.419& 48.278\\29& 14.256& 15.574& 17.708& 19.768& 22.475& 35.139& 39.087& 42.557& 46.693& 49.588\\30& 14.953& 16.306& 18.493& 20.599& 23.364& 36.250& 40.256& 43.773& 47.962& 50.892\\
\hline
\end{tabular}
}
%\end{document}%\documentclass[oneside,10pt,a4paper]{book}\usepackage[ansinew]{inputenc}\usepackage{amsmath}\usepackage[pdftex]{graphicx}\textwidth=15cm\textheight=22.8cm\hoffset=12mm\voffset=9mm\begin{document}

\vfill\eject
\centerline{\bf LOI DE FISHER, point 5\%, $\nu_2 \leq 13$}
\vskip1cm


\begin{center}
\includegraphics[width=2in]{F005.pdf}

La table donne $F_{\alpha,\nu_1,\nu_2}$ tel que $P(F>F_{\alpha,\nu_1,\nu_2})=0.05$.
\end{center}

\vskip1cm

\vtop{\hskip-.5cm
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|}
\hline
$\nu_1\hskip-3pt\setminus\hskip-2pt\nu_2$&1&2&3&4&5&6&7&8&9&10&11&12&13\\
\hline
1& 161& 199& 215& 224& 230& 234& 237& 239& 240& 242& 243& 244& 244\\2& 18.5& 19.0& 19.2& 19.2& 19.3& 19.3& 19.4& 19.4& 19.4& 19.4& 19.4& 19.4& 19.4\\3& 10.1& 9.55& 9.28& 9.12& 9.01& 8.94& 8.89& 8.85& 8.81& 8.79& 8.76& 8.74& 8.73\\4& 7.71& 6.94& 6.59& 6.39& 6.26& 6.16& 6.09& 6.04& 6.00& 5.96& 5.94& 5.91& 5.89\\5& 6.61& 5.79& 5.41& 5.19& 5.05& 4.95& 4.88& 4.82& 4.77& 4.74& 4.70& 4.68& 4.66\\6& 5.99& 5.14& 4.76& 4.53& 4.39& 4.28& 4.21& 4.15& 4.10& 4.06& 4.03& 4.00& 3.98\\7& 5.59& 4.74& 4.35& 4.12& 3.97& 3.87& 3.79& 3.73& 3.68& 3.64& 3.60& 3.57& 3.55\\8& 5.32& 4.46& 4.07& 3.84& 3.69& 3.58& 3.50& 3.44& 3.39& 3.35& 3.31& 3.28& 3.26\\9& 5.12& 4.26& 3.86& 3.63& 3.48& 3.37& 3.29& 3.23& 3.18& 3.14& 3.10& 3.07& 3.05\\10& 4.96& 4.10& 3.71& 3.48& 3.33& 3.22& 3.14& 3.07& 3.02& 2.98& 2.94& 2.91& 2.89\\11& 4.84& 3.98& 3.59& 3.36& 3.20& 3.09& 3.01& 2.95& 2.90& 2.85& 2.82& 2.79& 2.76\\12& 4.75& 3.89& 3.49& 3.26& 3.11& 3.00& 2.91& 2.85& 2.80& 2.75& 2.72& 2.69& 2.66\\13& 4.67& 3.81& 3.41& 3.18& 3.03& 2.92& 2.83& 2.77& 2.71& 2.67& 2.63& 2.60& 2.58\\14& 4.60& 3.74& 3.34& 3.11& 2.96& 2.85& 2.76& 2.70& 2.65& 2.60& 2.57& 2.53& 2.51\\15& 4.54& 3.68& 3.29& 3.06& 2.90& 2.79& 2.71& 2.64& 2.59& 2.54& 2.51& 2.48& 2.45\\16& 4.49& 3.63& 3.24& 3.01& 2.85& 2.74& 2.66& 2.59& 2.54& 2.49& 2.46& 2.42& 2.40\\17& 4.45& 3.59& 3.20& 2.96& 2.81& 2.70& 2.61& 2.55& 2.49& 2.45& 2.41& 2.38& 2.35\\18& 4.41& 3.55& 3.16& 2.93& 2.77& 2.66& 2.58& 2.51& 2.46& 2.41& 2.37& 2.34& 2.31\\19& 4.38& 3.52& 3.13& 2.90& 2.74& 2.63& 2.54& 2.48& 2.42& 2.38& 2.34& 2.31& 2.28\\20& 4.35& 3.49& 3.10& 2.87& 2.71& 2.60& 2.51& 2.45& 2.39& 2.35& 2.31& 2.28& 2.25\\21& 4.32& 3.47& 3.07& 2.84& 2.68& 2.57& 2.49& 2.42& 2.37& 2.32& 2.28& 2.25& 2.22\\22& 4.30& 3.44& 3.05& 2.82& 2.66& 2.55& 2.46& 2.40& 2.34& 2.30& 2.26& 2.23& 2.20\\23& 4.28& 3.42& 3.03& 2.80& 2.64& 2.53& 2.44& 2.37& 2.32& 2.27& 2.24& 2.20& 2.18\\24& 4.26& 3.40& 3.01& 2.78& 2.62& 2.51& 2.42& 2.36& 2.30& 2.25& 2.22& 2.18& 2.15\\25& 4.24& 3.39& 2.99& 2.76& 2.60& 2.49& 2.40& 2.34& 2.28& 2.24& 2.20& 2.16& 2.14\\26& 4.23& 3.37& 2.98& 2.74& 2.59& 2.47& 2.39& 2.32& 2.27& 2.22& 2.18& 2.15& 2.12\\27& 4.21& 3.35& 2.96& 2.73& 2.57& 2.46& 2.37& 2.31& 2.25& 2.20& 2.17& 2.13& 2.10\\28& 4.20& 3.34& 2.95& 2.71& 2.56& 2.45& 2.36& 2.29& 2.24& 2.19& 2.15& 2.12& 2.09\\29& 4.18& 3.33& 2.93& 2.70& 2.55& 2.43& 2.35& 2.28& 2.22& 2.18& 2.14& 2.10& 2.08\\30& 4.17& 3.32& 2.92& 2.69& 2.53& 2.42& 2.33& 2.27& 2.21& 2.16& 2.13& 2.09& 2.06\\34& 4.13& 3.28& 2.88& 2.65& 2.49& 2.38& 2.29& 2.23& 2.17& 2.12& 2.08& 2.05& 2.02\\39& 4.09& 3.24& 2.85& 2.61& 2.46& 2.34& 2.26& 2.19& 2.13& 2.08& 2.04& 2.01& 1.98\\59& 4.00& 3.15& 2.76& 2.53& 2.37& 2.26& 2.17& 2.10& 2.04& 2.00& 1.96& 1.92& 1.89\\119& 3.92& 3.07& 2.68& 2.45& 2.29& 2.18& 2.09& 2.02& 1.96& 1.91& 1.87& 1.83& 1.80\\$\infty$& 3.84& 3.00& 2.61& 2.37& 2.21& 2.10& 2.01& 1.94& 1.88& 1.83& 1.79& 1.75& 1.72\\
\hline
\end{tabular}
}

\vfill\eject
\centerline{\bf LOI DE FISHER, point 5\%, $\nu_2 \geq 14$}
\vskip1cm


\begin{center}
\includegraphics[width=2in]{F005.pdf}

La table donne $F_{\alpha,\nu_1,\nu_2}$ tel que $P(F>F_{\alpha,\nu_1,\nu_2})=0.05$.
\end{center}

\vskip1cm

\vtop{\hskip-.5cm
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|}
\hline
$\nu_1\hskip-3pt\setminus\hskip-2pt\nu_2$&14&15&19&20&24&25&29&30&39&59&119&$\infty$\\
\hline
1& 245& 246& 247& 248& 249& 249& 250& 250& 251& 252& 253& 254\\2& 19.4& 19.4& 19.4& 19.4& 19.5& 19.5& 19.5& 19.5& 19.5& 19.5& 19.5& 19.5\\3& 8.71& 8.70& 8.67& 8.66& 8.64& 8.63& 8.62& 8.62& 8.60& 8.57& 8.55& 8.53\\4& 5.87& 5.86& 5.81& 5.80& 5.77& 5.77& 5.75& 5.75& 5.72& 5.69& 5.66& 5.63\\5& 4.64& 4.62& 4.57& 4.56& 4.53& 4.52& 4.50& 4.50& 4.47& 4.43& 4.40& 4.37\\6& 3.96& 3.94& 3.88& 3.87& 3.84& 3.83& 3.81& 3.81& 3.78& 3.74& 3.70& 3.67\\7& 3.53& 3.51& 3.46& 3.44& 3.41& 3.40& 3.38& 3.38& 3.34& 3.31& 3.27& 3.23\\8& 3.24& 3.22& 3.16& 3.15& 3.12& 3.11& 3.08& 3.08& 3.05& 3.01& 2.97& 2.93\\9& 3.03& 3.01& 2.95& 2.94& 2.90& 2.89& 2.87& 2.86& 2.83& 2.79& 2.75& 2.71\\10& 2.86& 2.85& 2.79& 2.77& 2.74& 2.73& 2.70& 2.70& 2.66& 2.62& 2.58& 2.54\\11& 2.74& 2.72& 2.66& 2.65& 2.61& 2.60& 2.58& 2.57& 2.53& 2.49& 2.45& 2.41\\12& 2.64& 2.62& 2.56& 2.54& 2.51& 2.50& 2.47& 2.47& 2.43& 2.39& 2.34& 2.30\\13& 2.55& 2.53& 2.47& 2.46& 2.42& 2.41& 2.39& 2.38& 2.34& 2.30& 2.25& 2.21\\14& 2.48& 2.46& 2.40& 2.39& 2.35& 2.34& 2.31& 2.31& 2.27& 2.22& 2.18& 2.13\\15& 2.42& 2.40& 2.34& 2.33& 2.29& 2.28& 2.25& 2.25& 2.21& 2.16& 2.11& 2.07\\16& 2.37& 2.35& 2.29& 2.28& 2.24& 2.23& 2.20& 2.19& 2.15& 2.11& 2.06& 2.01\\17& 2.33& 2.31& 2.24& 2.23& 2.19& 2.18& 2.15& 2.15& 2.11& 2.06& 2.01& 1.96\\18& 2.29& 2.27& 2.20& 2.19& 2.15& 2.14& 2.11& 2.11& 2.07& 2.02& 1.97& 1.92\\19& 2.26& 2.23& 2.17& 2.16& 2.11& 2.11& 2.08& 2.07& 2.03& 1.98& 1.93& 1.88\\20& 2.22& 2.20& 2.14& 2.12& 2.08& 2.07& 2.05& 2.04& 2.00& 1.95& 1.90& 1.84\\21& 2.20& 2.18& 2.11& 2.10& 2.05& 2.05& 2.02& 2.01& 1.97& 1.92& 1.87& 1.81\\22& 2.17& 2.15& 2.08& 2.07& 2.03& 2.02& 1.99& 1.98& 1.94& 1.89& 1.84& 1.78\\23& 2.15& 2.13& 2.06& 2.05& 2.01& 2.00& 1.97& 1.96& 1.92& 1.87& 1.81& 1.76\\24& 2.13& 2.11& 2.04& 2.03& 1.98& 1.97& 1.95& 1.94& 1.90& 1.84& 1.79& 1.73\\25& 2.11& 2.09& 2.02& 2.01& 1.96& 1.96& 1.93& 1.92& 1.88& 1.82& 1.77& 1.71\\26& 2.09& 2.07& 2.00& 1.99& 1.95& 1.94& 1.91& 1.90& 1.86& 1.80& 1.75& 1.69\\27& 2.08& 2.06& 1.99& 1.97& 1.93& 1.92& 1.89& 1.88& 1.84& 1.79& 1.73& 1.67\\28& 2.06& 2.04& 1.97& 1.96& 1.91& 1.91& 1.88& 1.87& 1.82& 1.77& 1.71& 1.65\\29& 2.05& 2.03& 1.96& 1.94& 1.90& 1.89& 1.86& 1.85& 1.81& 1.76& 1.70& 1.64\\30& 2.04& 2.01& 1.95& 1.93& 1.89& 1.88& 1.85& 1.84& 1.80& 1.74& 1.68& 1.62\\34& 1.99& 1.97& 1.90& 1.89& 1.84& 1.83& 1.80& 1.80& 1.75& 1.69& 1.63& 1.57\\39& 1.95& 1.93& 1.86& 1.85& 1.80& 1.79& 1.76& 1.75& 1.70& 1.65& 1.59& 1.52\\59& 1.86& 1.84& 1.77& 1.75& 1.70& 1.69& 1.66& 1.65& 1.60& 1.54& 1.47& 1.39\\119& 1.78& 1.75& 1.67& 1.66& 1.61& 1.60& 1.56& 1.56& 1.50& 1.43& 1.35& 1.26\\$\infty$& 1.69& 1.67& 1.59& 1.57& 1.52& 1.51& 1.47& 1.46& 1.40& 1.32& 1.22& 1.03\\
\hline
\end{tabular}
}

\vfill\eject
\centerline{\bf LOI DE FISHER, point 2.5\%, $\nu_2 \leq 13$}
\vskip1cm


\begin{center}
\includegraphics[width=2in]{F0025.pdf}

La table donne $F_{\alpha,\nu_1,\nu_2}$ tel que $P(F>F_{\alpha,\nu_1,\nu_2})=0.025$.
\end{center}

\vskip1cm

\vtop{\hskip-1.5cm
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|}
\hline
$\nu_1\hskip-3pt\setminus\hskip-2pt\nu_2$&1&2&3&4&5&6&7&8&9&10&11&12&13\\
\hline
1& 647.8& 799.5& 864.2& 899.6& 921.8& 937.1& 948.2& 956.7& 963.3& 968.6& 973.0& 976.7& 979.8\\2& 38.5& 39.0& 39.2& 39.2& 39.3& 39.3& 39.4& 39.4& 39.4& 39.4& 39.4& 39.4& 39.4\\3& 17.44& 16.04& 15.44& 15.10& 14.88& 14.73& 14.62& 14.54& 14.47& 14.42& 14.37& 14.34& 14.30\\4& 12.22& 10.65& 9.98& 9.60& 9.36& 9.20& 9.07& 8.98& 8.90& 8.84& 8.79& 8.75& 8.71\\5& 10.01& 8.43& 7.76& 7.39& 7.15& 6.98& 6.85& 6.76& 6.68& 6.62& 6.57& 6.52& 6.49\\6& 8.81& 7.26& 6.60& 6.23& 5.99& 5.82& 5.70& 5.60& 5.52& 5.46& 5.41& 5.37& 5.33\\7& 8.07& 6.54& 5.89& 5.52& 5.29& 5.12& 4.99& 4.90& 4.82& 4.76& 4.71& 4.67& 4.63\\8& 7.57& 6.06& 5.42& 5.05& 4.82& 4.65& 4.53& 4.43& 4.36& 4.30& 4.24& 4.20& 4.16\\9& 7.21& 5.71& 5.08& 4.72& 4.48& 4.32& 4.20& 4.10& 4.03& 3.96& 3.91& 3.87& 3.83\\10& 6.94& 5.46& 4.83& 4.47& 4.24& 4.07& 3.95& 3.85& 3.78& 3.72& 3.66& 3.62& 3.58\\11& 6.72& 5.26& 4.63& 4.28& 4.04& 3.88& 3.76& 3.66& 3.59& 3.53& 3.47& 3.43& 3.39\\12& 6.55& 5.10& 4.47& 4.12& 3.89& 3.73& 3.61& 3.51& 3.44& 3.37& 3.32& 3.28& 3.24\\13& 6.41& 4.97& 4.35& 4.00& 3.77& 3.60& 3.48& 3.39& 3.31& 3.25& 3.20& 3.15& 3.12\\14& 6.30& 4.86& 4.24& 3.89& 3.66& 3.50& 3.38& 3.29& 3.21& 3.15& 3.09& 3.05& 3.01\\15& 6.20& 4.77& 4.15& 3.80& 3.58& 3.41& 3.29& 3.20& 3.12& 3.06& 3.01& 2.96& 2.92\\16& 6.12& 4.69& 4.08& 3.73& 3.50& 3.34& 3.22& 3.12& 3.05& 2.99& 2.93& 2.89& 2.85\\17& 6.04& 4.62& 4.01& 3.66& 3.44& 3.28& 3.16& 3.06& 2.98& 2.92& 2.87& 2.82& 2.79\\18& 5.98& 4.56& 3.95& 3.61& 3.38& 3.22& 3.10& 3.01& 2.93& 2.87& 2.81& 2.77& 2.73\\19& 5.92& 4.51& 3.90& 3.56& 3.33& 3.17& 3.05& 2.96& 2.88& 2.82& 2.76& 2.72& 2.68\\20& 5.87& 4.46& 3.86& 3.51& 3.29& 3.13& 3.01& 2.91& 2.84& 2.77& 2.72& 2.68& 2.64\\21& 5.83& 4.42& 3.82& 3.48& 3.25& 3.09& 2.97& 2.87& 2.80& 2.73& 2.68& 2.64& 2.60\\22& 5.79& 4.38& 3.78& 3.44& 3.22& 3.05& 2.93& 2.84& 2.76& 2.70& 2.65& 2.60& 2.56\\23& 5.75& 4.35& 3.75& 3.41& 3.18& 3.02& 2.90& 2.81& 2.73& 2.67& 2.62& 2.57& 2.53\\24& 5.72& 4.32& 3.72& 3.38& 3.15& 2.99& 2.87& 2.78& 2.70& 2.64& 2.59& 2.54& 2.50\\25& 5.69& 4.29& 3.69& 3.35& 3.13& 2.97& 2.85& 2.75& 2.68& 2.61& 2.56& 2.51& 2.48\\26& 5.66& 4.27& 3.67& 3.33& 3.10& 2.94& 2.82& 2.73& 2.65& 2.59& 2.54& 2.49& 2.45\\27& 5.63& 4.24& 3.65& 3.31& 3.08& 2.92& 2.80& 2.71& 2.63& 2.57& 2.51& 2.47& 2.43\\28& 5.61& 4.22& 3.63& 3.29& 3.06& 2.90& 2.78& 2.69& 2.61& 2.55& 2.49& 2.45& 2.41\\29& 5.59& 4.20& 3.61& 3.27& 3.04& 2.88& 2.76& 2.67& 2.59& 2.53& 2.48& 2.43& 2.39\\30& 5.57& 4.18& 3.59& 3.25& 3.03& 2.87& 2.75& 2.65& 2.57& 2.51& 2.46& 2.41& 2.37\\34& 5.50& 4.12& 3.53& 3.19& 2.97& 2.81& 2.69& 2.59& 2.52& 2.45& 2.40& 2.35& 2.31\\39& 5.43& 4.06& 3.47& 3.14& 2.91& 2.75& 2.63& 2.54& 2.46& 2.40& 2.34& 2.30& 2.26\\59& 5.29& 3.93& 3.35& 3.01& 2.79& 2.63& 2.51& 2.42& 2.34& 2.27& 2.22& 2.17& 2.13\\119& 5.15& 3.81& 3.23& 2.90& 2.67& 2.52& 2.40& 2.30& 2.22& 2.16& 2.10& 2.06& 2.01\\$\infty$& 5.03& 3.69& 3.12& 2.79& 2.57& 2.41& 2.29& 2.19& 2.11& 2.05& 1.99& 1.95& 1.90\\
\hline
\end{tabular}
}

\vfill\eject
\centerline{\bf LOI DE FISHER, point 2.5\%, $\nu_2 \geq 14$}
\vskip1cm


\begin{center}
\includegraphics[width=2in]{F0025.pdf}

La table donne $F_{\alpha,\nu_1,\nu_2}$ tel que $P(F>F_{\alpha,\nu_1,\nu_2})=0.025$.
\end{center}

\vskip1cm

\vtop{\hskip-.5cm
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|}
\hline
$\nu_1\hskip-3pt\setminus\hskip-2pt\nu_2$&14&15&19&20&24&25&29&30&39&59&119&$\infty$\\
\hline
1& 982& 985& 992& 993& 997& 998& 1000& 1001& 1005& 1009& 1014& 1018\\2& 39.4& 39.4& 39.4& 39.4& 39.5& 39.5& 39.5& 39.5& 39.5& 39.5& 39.5& 39.5\\3& 14.3& 14.2& 14.2& 14.2& 14.1& 14.1& 14.1& 14.1& 14.0& 14.0& 13.9& 13.9\\4& 8.68& 8.66& 8.58& 8.56& 8.51& 8.50& 8.47& 8.46& 8.42& 8.36& 8.31& 8.26\\5& 6.46& 6.43& 6.34& 6.33& 6.28& 6.27& 6.23& 6.23& 6.18& 6.12& 6.07& 6.02\\6& 5.30& 5.27& 5.18& 5.17& 5.12& 5.11& 5.07& 5.07& 5.02& 4.96& 4.90& 4.85\\7& 4.60& 4.57& 4.48& 4.47& 4.41& 4.40& 4.37& 4.36& 4.31& 4.26& 4.20& 4.14\\8& 4.13& 4.10& 4.02& 4.00& 3.95& 3.94& 3.90& 3.89& 3.84& 3.79& 3.73& 3.67\\9& 3.80& 3.77& 3.68& 3.67& 3.61& 3.60& 3.57& 3.56& 3.51& 3.45& 3.39& 3.33\\10& 3.55& 3.52& 3.44& 3.42& 3.37& 3.35& 3.32& 3.31& 3.26& 3.20& 3.14& 3.08\\11& 3.36& 3.33& 3.24& 3.23& 3.17& 3.16& 3.13& 3.12& 3.07& 3.01& 2.94& 2.88\\12& 3.21& 3.18& 3.09& 3.07& 3.02& 3.01& 2.97& 2.96& 2.91& 2.85& 2.79& 2.73\\13& 3.08& 3.05& 2.96& 2.95& 2.89& 2.88& 2.85& 2.84& 2.78& 2.72& 2.66& 2.60\\14& 2.98& 2.95& 2.86& 2.84& 2.79& 2.78& 2.74& 2.73& 2.68& 2.62& 2.55& 2.49\\15& 2.89& 2.86& 2.77& 2.76& 2.70& 2.69& 2.65& 2.64& 2.59& 2.53& 2.46& 2.40\\16& 2.82& 2.79& 2.70& 2.68& 2.63& 2.61& 2.58& 2.57& 2.51& 2.45& 2.38& 2.32\\17& 2.75& 2.72& 2.63& 2.62& 2.56& 2.55& 2.51& 2.50& 2.45& 2.38& 2.32& 2.25\\18& 2.70& 2.67& 2.58& 2.56& 2.50& 2.49& 2.45& 2.44& 2.39& 2.32& 2.26& 2.19\\19& 2.65& 2.62& 2.53& 2.51& 2.45& 2.44& 2.40& 2.39& 2.34& 2.27& 2.20& 2.13\\20& 2.60& 2.57& 2.48& 2.46& 2.41& 2.40& 2.36& 2.35& 2.29& 2.23& 2.16& 2.09\\21& 2.56& 2.53& 2.44& 2.42& 2.37& 2.36& 2.32& 2.31& 2.25& 2.18& 2.11& 2.04\\22& 2.53& 2.50& 2.41& 2.39& 2.33& 2.32& 2.28& 2.27& 2.21& 2.15& 2.08& 2.00\\23& 2.50& 2.47& 2.37& 2.36& 2.30& 2.29& 2.25& 2.24& 2.18& 2.11& 2.04& 1.97\\24& 2.47& 2.44& 2.35& 2.33& 2.27& 2.26& 2.22& 2.21& 2.15& 2.08& 2.01& 1.94\\25& 2.44& 2.41& 2.32& 2.30& 2.24& 2.23& 2.19& 2.18& 2.12& 2.05& 1.98& 1.91\\26& 2.42& 2.39& 2.29& 2.28& 2.22& 2.21& 2.17& 2.16& 2.10& 2.03& 1.96& 1.88\\27& 2.39& 2.36& 2.27& 2.25& 2.19& 2.18& 2.14& 2.13& 2.07& 2.00& 1.93& 1.85\\28& 2.37& 2.34& 2.25& 2.23& 2.17& 2.16& 2.12& 2.11& 2.05& 1.98& 1.91& 1.83\\29& 2.36& 2.32& 2.23& 2.21& 2.15& 2.14& 2.10& 2.09& 2.03& 1.96& 1.89& 1.81\\30& 2.34& 2.31& 2.21& 2.20& 2.14& 2.12& 2.08& 2.07& 2.01& 1.94& 1.87& 1.79\\34& 2.28& 2.25& 2.15& 2.13& 2.07& 2.06& 2.02& 2.01& 1.95& 1.88& 1.80& 1.72\\39& 2.22& 2.19& 2.10& 2.08& 2.02& 2.00& 1.96& 1.95& 1.89& 1.82& 1.74& 1.65\\59& 2.10& 2.07& 1.97& 1.95& 1.89& 1.87& 1.83& 1.82& 1.75& 1.67& 1.59& 1.49\\119& 1.98& 1.95& 1.85& 1.83& 1.76& 1.75& 1.70& 1.69& 1.62& 1.53& 1.43& 1.31\\10000& 1.87& 1.83& 1.73& 1.71& 1.64& 1.63& 1.58& 1.57& 1.49& 1.39& 1.27& 1.04\\
\hline
\end{tabular}
}

\vfill\eject
\centerline{\bf LOI DE FISHER, point 1\%, $\nu_2 \leq 13$}
\vskip1cm


\begin{center}
\includegraphics[width=2in]{F001.pdf}

La table donne $F_{\alpha,\nu_1,\nu_2}$ tel que $P(F>F_{\alpha,\nu_1,\nu_2})=0.01$.
\end{center}

\vskip1cm

\vtop{\hskip-.5cm
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|}
\hline
$\nu_1\hskip-3pt\setminus\hskip-2pt\nu_2$&1&2&3&4&5&6&7&8&9&10&11&12&13\\
\hline
1& 4052& 4999& 5403& 5624& 5763& 5859& 5928& 5981& 6022& 6055& 6083& 6106& 6125\\2& 98.5& 99.0& 99.2& 99.2& 99.3& 99.3& 99.4& 99.4& 99.4& 99.4& 99.4& 99.4& 99.4\\3& 34.1& 30.8& 29.5& 28.7& 28.2& 27.9& 27.7& 27.5& 27.3& 27.2& 27.1& 27.1& 27.0\\4& 21.2& 18.0& 16.7& 16.0& 15.5& 15.2& 15.0& 14.8& 14.7& 14.5& 14.5& 14.4& 14.3\\5& 16.2& 13.2& 12.0& 11.4& 11.0& 10.6& 10.4& 10.3& 10.1& 10.0& 9.96& 9.89& 9.82\\6& 13.7& 10.9& 9.78& 9.15& 8.75& 8.47& 8.26& 8.10& 7.98& 7.87& 7.79& 7.72& 7.66\\7& 12.2& 9.55& 8.45& 7.85& 7.46& 7.19& 6.99& 6.84& 6.72& 6.62& 6.54& 6.47& 6.41\\8& 11.2& 8.65& 7.59& 7.01& 6.63& 6.37& 6.18& 6.03& 5.91& 5.81& 5.73& 5.67& 5.61\\9& 10.5& 8.02& 6.99& 6.42& 6.06& 5.80& 5.61& 5.47& 5.35& 5.26& 5.18& 5.11& 5.05\\10& 10.0& 7.56& 6.55& 5.99& 5.64& 5.39& 5.20& 5.06& 4.94& 4.85& 4.77& 4.71& 4.65\\11& 9.65& 7.21& 6.22& 5.67& 5.32& 5.07& 4.89& 4.74& 4.63& 4.54& 4.46& 4.40& 4.34\\12& 9.33& 6.93& 5.95& 5.41& 5.06& 4.82& 4.64& 4.50& 4.39& 4.30& 4.22& 4.16& 4.10\\13& 9.07& 6.70& 5.74& 5.21& 4.86& 4.62& 4.44& 4.30& 4.19& 4.10& 4.02& 3.96& 3.91\\14& 8.86& 6.51& 5.56& 5.04& 4.69& 4.46& 4.28& 4.14& 4.03& 3.94& 3.86& 3.80& 3.75\\15& 8.68& 6.36& 5.42& 4.89& 4.56& 4.32& 4.14& 4.00& 3.89& 3.80& 3.73& 3.67& 3.61\\16& 8.53& 6.23& 5.29& 4.77& 4.44& 4.20& 4.03& 3.89& 3.78& 3.69& 3.62& 3.55& 3.50\\17& 8.40& 6.11& 5.18& 4.67& 4.34& 4.10& 3.93& 3.79& 3.68& 3.59& 3.52& 3.46& 3.40\\18& 8.29& 6.01& 5.09& 4.58& 4.25& 4.01& 3.84& 3.71& 3.60& 3.51& 3.43& 3.37& 3.32\\19& 8.18& 5.93& 5.01& 4.50& 4.17& 3.94& 3.77& 3.63& 3.52& 3.43& 3.36& 3.30& 3.24\\20& 8.10& 5.85& 4.94& 4.43& 4.10& 3.87& 3.70& 3.56& 3.46& 3.37& 3.29& 3.23& 3.18\\21& 8.02& 5.78& 4.87& 4.37& 4.04& 3.81& 3.64& 3.51& 3.40& 3.31& 3.24& 3.17& 3.12\\22& 7.95& 5.72& 4.82& 4.31& 3.99& 3.76& 3.59& 3.45& 3.35& 3.26& 3.18& 3.12& 3.07\\23& 7.88& 5.66& 4.76& 4.26& 3.94& 3.71& 3.54& 3.41& 3.30& 3.21& 3.14& 3.07& 3.02\\24& 7.82& 5.61& 4.72& 4.22& 3.90& 3.67& 3.50& 3.36& 3.26& 3.17& 3.09& 3.03& 2.98\\25& 7.77& 5.57& 4.68& 4.18& 3.85& 3.63& 3.46& 3.32& 3.22& 3.13& 3.06& 2.99& 2.94\\26& 7.72& 5.53& 4.64& 4.14& 3.82& 3.59& 3.42& 3.29& 3.18& 3.09& 3.02& 2.96& 2.90\\27& 7.68& 5.49& 4.60& 4.11& 3.78& 3.56& 3.39& 3.26& 3.15& 3.06& 2.99& 2.93& 2.87\\28& 7.64& 5.45& 4.57& 4.07& 3.75& 3.53& 3.36& 3.23& 3.12& 3.03& 2.96& 2.90& 2.84\\29& 7.60& 5.42& 4.54& 4.04& 3.73& 3.50& 3.33& 3.20& 3.09& 3.00& 2.93& 2.87& 2.81\\30& 7.56& 5.39& 4.51& 4.02& 3.70& 3.47& 3.30& 3.17& 3.07& 2.98& 2.91& 2.84& 2.79\\34& 7.44& 5.29& 4.42& 3.93& 3.61& 3.39& 3.22& 3.09& 2.98& 2.89& 2.82& 2.76& 2.70\\39& 7.33& 5.19& 4.33& 3.84& 3.53& 3.30& 3.14& 3.01& 2.90& 2.81& 2.74& 2.68& 2.62\\59& 7.08& 4.98& 4.13& 3.65& 3.34& 3.12& 2.96& 2.83& 2.72& 2.64& 2.56& 2.50& 2.45\\119& 6.85& 4.79& 3.95& 3.48& 3.17& 2.96& 2.79& 2.66& 2.56& 2.47& 2.40& 2.34& 2.28\\$\infty$& 6.64& 4.61& 3.78& 3.32& 3.02& 2.80& 2.64& 2.51& 2.41& 2.32& 2.25& 2.19& 2.13\\
\hline
\end{tabular}
}

\vfill\eject
\centerline{\bf LOI DE FISHER, point 1\%, $\nu_2 \geq 14$}
\vskip1cm


\begin{center}
\includegraphics[width=2in]{F001.pdf}

La table donne $F_{\alpha,\nu_1,\nu_2}$ tel que $P(F>F_{\alpha,\nu_1,\nu_2})=0.01$.
\end{center}

\vskip1cm

\vtop{\hskip-.5cm
\begin{tabular}{|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|c|}
\hline
$\nu_1\hskip-3pt\setminus\hskip-2pt\nu_2$&14&15&19&20&24&25&29&30&39&59&119&$\infty$\\1& 6142& 6157& 6200& 6208& 6234& 6240& 6257& 6260& 6285& 6312& 6339& 6365\\2& 99.4& 99.4& 99.4& 99.4& 99.5& 99.5& 99.5& 99.5& 99.5& 99.5& 99.5& 99.5\\3& 26.9& 26.9& 26.7& 26.7& 26.6& 26.6& 26.5& 26.5& 26.4& 26.3& 26.2& 26.1\\4& 14.2& 14.2& 14.0& 14.0& 13.9& 13.9& 13.9& 13.8& 13.8& 13.7& 13.6& 13.5\\5& 9.77& 9.72& 9.58& 9.55& 9.47& 9.45& 9.39& 9.38& 9.30& 9.21& 9.11& 9.02\\6& 7.60& 7.56& 7.42& 7.40& 7.31& 7.30& 7.24& 7.23& 7.15& 7.06& 6.97& 6.88\\7& 6.36& 6.31& 6.18& 6.16& 6.07& 6.06& 6.00& 5.99& 5.91& 5.83& 5.74& 5.65\\8& 5.56& 5.52& 5.38& 5.36& 5.28& 5.26& 5.21& 5.20& 5.12& 5.03& 4.95& 4.86\\9& 5.01& 4.96& 4.83& 4.81& 4.73& 4.71& 4.66& 4.65& 4.57& 4.49& 4.40& 4.31\\10& 4.60& 4.56& 4.43& 4.41& 4.33& 4.31& 4.26& 4.25& 4.17& 4.08& 4.00& 3.91\\11& 4.29& 4.25& 4.12& 4.10& 4.02& 4.01& 3.95& 3.94& 3.87& 3.78& 3.69& 3.60\\12& 4.05& 4.01& 3.88& 3.86& 3.78& 3.76& 3.71& 3.70& 3.63& 3.54& 3.45& 3.36\\13& 3.86& 3.82& 3.69& 3.66& 3.59& 3.57& 3.52& 3.51& 3.43& 3.34& 3.26& 3.17\\14& 3.70& 3.66& 3.53& 3.51& 3.43& 3.41& 3.36& 3.35& 3.27& 3.18& 3.09& 3.01\\15& 3.56& 3.52& 3.40& 3.37& 3.29& 3.28& 3.23& 3.21& 3.14& 3.05& 2.96& 2.87\\16& 3.45& 3.41& 3.28& 3.26& 3.18& 3.16& 3.11& 3.10& 3.02& 2.94& 2.85& 2.75\\17& 3.35& 3.31& 3.19& 3.16& 3.08& 3.07& 3.01& 3.00& 2.93& 2.84& 2.75& 2.65\\18& 3.27& 3.23& 3.10& 3.08& 3.00& 2.98& 2.93& 2.92& 2.84& 2.75& 2.66& 2.57\\19& 3.19& 3.15& 3.03& 3.00& 2.92& 2.91& 2.86& 2.84& 2.77& 2.68& 2.58& 2.49\\20& 3.13& 3.09& 2.96& 2.94& 2.86& 2.84& 2.79& 2.78& 2.70& 2.61& 2.52& 2.42\\21& 3.07& 3.03& 2.90& 2.88& 2.80& 2.79& 2.73& 2.72& 2.64& 2.55& 2.46& 2.36\\22& 3.02& 2.98& 2.85& 2.83& 2.75& 2.73& 2.68& 2.67& 2.59& 2.50& 2.40& 2.31\\23& 2.97& 2.93& 2.80& 2.78& 2.70& 2.69& 2.63& 2.62& 2.54& 2.45& 2.36& 2.26\\24& 2.93& 2.89& 2.76& 2.74& 2.66& 2.64& 2.59& 2.58& 2.50& 2.41& 2.31& 2.21\\25& 2.89& 2.85& 2.72& 2.70& 2.62& 2.60& 2.55& 2.54& 2.46& 2.37& 2.27& 2.17\\26& 2.86& 2.81& 2.69& 2.66& 2.58& 2.57& 2.51& 2.50& 2.42& 2.33& 2.23& 2.13\\27& 2.82& 2.78& 2.66& 2.63& 2.55& 2.54& 2.48& 2.47& 2.39& 2.30& 2.20& 2.10\\28& 2.79& 2.75& 2.63& 2.60& 2.52& 2.51& 2.45& 2.44& 2.36& 2.27& 2.17& 2.07\\29& 2.77& 2.73& 2.60& 2.57& 2.49& 2.48& 2.42& 2.41& 2.33& 2.24& 2.14& 2.04\\30& 2.74& 2.70& 2.57& 2.55& 2.47& 2.45& 2.40& 2.39& 2.31& 2.21& 2.11& 2.01\\34& 2.66& 2.61& 2.49& 2.46& 2.38& 2.37& 2.31& 2.30& 2.22& 2.12& 2.02& 1.91\\39& 2.58& 2.54& 2.41& 2.38& 2.30& 2.29& 2.23& 2.22& 2.14& 2.04& 1.93& 1.82\\59& 2.40& 2.36& 2.23& 2.20& 2.12& 2.10& 2.05& 2.03& 1.95& 1.85& 1.73& 1.61\\119& 2.24& 2.19& 2.06& 2.04& 1.95& 1.93& 1.87& 1.86& 1.77& 1.66& 1.54& 1.38\\$\infty$& 2.08& 2.04& 1.91& 1.88& 1.79& 1.77& 1.71& 1.70& 1.60& 1.48& 1.33& 1.05\\
\hline
\end{tabular}
}

%\end{document}