---

Overview

Rozkł_normalny_dystrybuanta
Rozkł T, chi-kwadrat, Poisson
Rozkł_liczby_znaków
Rozkład_serii_1
Rozkład_serii_2
Lambda_Kołmogorow
T w granicy w nieskończ

---

Sheet 1: Rozkł_normalny_dystrybuanta

Dystrybuanta rozkładu normalnego
x	0	1	2	3	4	5	6	7	8	9	.
0,0	0,50000	0,50399	0,50798	0,51197	0,51595	0,51994	0,52392	0,52790	0,53188	0,53586
0,1	0,53983	0,54380	0,54776	0,55172	0,55567	0,55962	0,56356	0,56749	0,57142	0,57535
0,2	0,57926	0,58317	0,58706	0,59095	0,59483	0,59871	0,60257	0,60642	0,61026	0,61409
0,3	0,61791	0,62172	0,62552	0,62930	0,63307	0,63683	0,64058	0,64431	0,64803	0,65173
0,4	0,65542	0,65910	0,66276	0,66640	0,67003	0,67364	0,67724	0,68082	0,68439	0,68793
0,5	0,69146	0,69497	0,69847	0,70194	0,70540	0,70884	0,71226	0,71566	0,71904	0,72240
0,6	0,72575	0,72907	0,73237	0,73565	0,73891	0,74215	0,74537	0,74857	0,75175	0,75490
0,7	0,75804	0,76115	0,76424	0,76730	0,77035	0,77337	0,77637	0,77935	0,78230	0,78524
0,8	0,78814	0,79103	0,79389	0,79673	0,79955	0,80234	0,80511	0,80785	0,81057	0,81327
0,9	0,81594	0,81859	0,82121	0,82381	0,82639	0,82894	0,83147	0,83398	0,83646	0,83891
1,0	0,84134	0,84375	0,84614	0,84849	0,85083	0,85314	0,85543	0,85769	0,85993	0,86214
1,1	0,86433	0,86650	0,86864	0,87076	0,87286	0,87493	0,87698	0,87900	0,88100	0,88298
1,2	0,88493	0,88686	0,88877	0,89065	0,89251	0,89435	0,89617	0,89796	0,89973	0,90147
1,3	0,90320	0,90490	0,90658	0,90824	0,90988	0,91149	0,91309	0,91466	0,91621	0,91774
1,4	0,91924	0,92073	0,92220	0,92364	0,92507	0,92647	0,92785	0,92922	0,93056	0,93189
1,5	0,93319	0,93448	0,93574	0,93699	0,93822	0,93943	0,94062	0,94179	0,94295	0,94408
1,6	0,94520	0,94630	0,94738	0,94845	0,94950	0,95053	0,95154	0,95254	0,95352	0,95449
1,7	0,95543	0,95637	0,95728	0,95818	0,95907	0,95994	0,96080	0,96164	0,96246	0,96327
1,8	0,96407	0,96485	0,96562	0,96638	0,96712	0,96784	0,96856	0,96926	0,96995	0,97062
1,9	0,97128	0,97193	0,97257	0,97320	0,97381	0,97441	0,97500	0,97558	0,97615	0,97670
2,0	0,97725	0,97778	0,97831	0,97882	0,97932	0,97982	0,98030	0,98077	0,98124	0,98169
2,1	0,98214	0,98257	0,98300	0,98341	0,98382	0,98422	0,98461	0,98500	0,98537	0,98574
2,2	0,98610	0,98645	0,98679	0,98713	0,98745	0,98778	0,98809	0,98840	0,98870	0,98899
2,3	0,98928	0,98956	0,98983	0,99010	0,99036	0,99061	0,99086	0,99111	0,99134	0,99158
2,4	0,99180	0,99202	0,99224	0,99245	0,99266	0,99286	0,99305	0,99324	0,99343	0,99361
2,5	0,99379	0,99396	0,99413	0,99430	0,99446	0,99461	0,99477	0,99492	0,99506	0,99520
2,6	0,99534	0,99547	0,99560	0,99573	0,99585	0,99598	0,99609	0,99621	0,99632	0,99643
2,7	0,99653	0,99664	0,99674	0,99683	0,99693	0,99702	0,99711	0,99720	0,99728	0,99736
2,8	0,99744	0,99752	0,99760	0,99767	0,99774	0,99781	0,99788	0,99795	0,99801	0,99807
2,9	0,99813	0,99819	0,99825	0,99831	0,99836	0,99841	0,99846	0,99851	0,99856	0,99861
3,0	0,9986501	0,9986938	0,9987361	0,9987772	0,9988171	0,9988558	0,9988933	0,9989297	0,9989650	0,9989992
3,1	0,9990324	0,9990646	0,9990957	0,9991260	0,9991553	0,9991836	0,9992112	0,9992378	0,9992636	0,9992886
3,2	0,9993129	0,9993363	0,9993590	0,9993810	0,9994024	0,9994230	0,9994429	0,9994623	0,9994810	0,9994991
3,3	0,9995166	0,9995335	0,9995499	0,9995658	0,9995811	0,9995959	0,9996103	0,9996242	0,9996376	0,9996505
3,4	0,9996631	0,9996752	0,9996869	0,9996982	0,9997091	0,9997197	0,9997299	0,9997398	0,9997493	0,9997585
3,5	0,9997674	0,9997759	0,9997842	0,9997922	0,9997999	0,9998074	0,9998146	0,9998215	0,9998282	0,9998347
3,6	0,9998409	0,9998469	0,9998527	0,9998583	0,9998637	0,9998689	0,9998739	0,9998787	0,9998834	0,9998879
3,7	0,9998922	0,9998964	0,9999004	0,9999043	0,9999080	0,9999116	0,9999150	0,9999184	0,9999216	0,9999247
3,8	0,9999277	0,9999305	0,9999333	0,9999359	0,9999385	0,9999409	0,9999433	0,9999456	0,9999478	0,9999499
3,9	0,9999519	0,9999539	0,9999557	0,9999575	0,9999593	0,9999609	0,9999625	0,9999641	0,9999655	0,9999670
4,0	0,9999683	0,9999696	0,9999709	0,9999721	0,9999733	0,9999744	0,9999755	0,9999765	0,9999775	0,9999784
4,1	0,9999793	0,9999802	0,9999811	0,9999819	0,9999826	0,9999834	0,9999841	0,9999848	0,9999854	0,9999861
4,2	0,9999867	0,9999872	0,9999878	0,9999883	0,9999888	0,9999893	0,9999898	0,9999902	0,9999907	0,9999911
4,3	0,9999915	0,9999918	0,9999922	0,9999925	0,9999929	0,9999932	0,9999935	0,9999938	0,9999941	0,9999943
4,4	0,9999946	0,9999948	0,9999951	0,9999953	0,9999955	0,9999957	0,9999959	0,9999961	0,9999963	0,9999964
4,5	0,9999966	0,9999968	0,9999969	0,9999971	0,9999972	0,9999973	0,9999974	0,9999976	0,9999977	0,9999978
4,6	0,9999979	0,9999980	0,9999981	0,9999982	0,9999983	0,9999983	0,9999984	0,9999985	0,9999986	0,9999986
4,7	0,9999987	0,9999988	0,9999988	0,9999989	0,9999989	0,9999990	0,9999990	0,9999991	0,9999991	0,9999992
4,8	0,9999992	0,9999992	0,9999993	0,9999993	0,9999994	0,9999994	0,9999994	0,9999994	0,9999995	0,9999995
4,9	0,9999995	0,9999995	0,9999996	0,9999996	0,9999996	0,9999996	0,9999996	0,9999997	0,9999997	0,9999997

---

Sheet 2: Rozkł T, chi-kwadrat, Poisson

Skrócona tabelka rozkładu t Studenta
Dla danej ilości r stopni swobody i liczby a tabela podaje wartość ta taką, że
P(|T|>ta)=a, gdzie T jest zmienną losową o rozkładzie t Studenta o r stopniach swobody
a=	0,8	0,7	0,6	0,5	0,4	0,3	0,2	0,1	0,05	0,04	0,02	0,01
r=
1	0,325	0,510	0,727	1,000	1,376	1,963	3,078	6,314	12,706	15,895	31,821	63,657
2	0,289	0,445	0,617	0,816	1,061	1,386	1,886	2,920	4,303	4,849	6,965	9,925
3	0,277	0,424	0,584	0,765	0,978	1,250	1,638	2,353	3,182	3,482	4,541	5,841
4	0,271	0,414	0,569	0,741	0,941	1,190	1,533	2,132	2,776	2,999	3,747	4,604
5	0,267	0,408	0,559	0,727	0,920	1,156	1,476	2,015	2,571	2,757	3,365	4,032
6	0,265	0,404	0,553	0,718	0,906	1,134	1,440	1,943	2,447	2,612	3,143	3,707
7	0,263	0,402	0,549	0,711	0,896	1,119	1,415	1,895	2,365	2,517	2,998	3,499
8	0,262	0,399	0,546	0,706	0,889	1,108	1,397	1,860	2,306	2,449	2,896	3,355
9	0,261	0,398	0,543	0,703	0,883	1,100	1,383	1,833	2,262	2,398	2,821	3,250
10	0,260	0,397	0,542	0,700	0,879	1,093	1,372	1,812	2,228	2,359	2,764	3,169
16	0,258	0,392	0,535	0,690	0,865	1,071	1,337	1,746	2,120	2,235	2,583	2,921
25	0,256	0,390	0,531	0,684	0,856	1,058	1,316	1,708	2,060	2,167	2,485	2,787
Skrócona tabelka rozkładu chi kwadrat
Dla danej ilości r stopni swobody i liczby a tabela podaje wartość (ca)^2 taką, że
P(c2>ca2)=a, gdzie c2 jest zmienną o rozkładzie chi kwadrat o r stopniach swobody
a=	0,99	0,98	0,95	0,90	0,80	0,20	0,10	0,05	0,02	0,01	0,001
r=
1	0,000157	0,000628	0,00393	0,0158	0,0642	1,642	2,706	3,841	5,412	6,635	10,828
2	0,0201	0,0404	0,103	0,211	0,446	3,219	4,605	5,991	7,824	9,210	13,816
3	0,115	0,185	0,352	0,584	1,005	4,642	6,251	7,815	9,837	11,345	16,266
4	0,297	0,429	0,711	1,064	1,649	5,989	7,779	9,488	11,668	13,277	18,467
5	0,554	0,752	1,145	1,610	2,343	7,289	9,236	11,070	13,388	15,086	20,515
6	0,872	1,134	1,635	2,204	3,070	8,558	10,645	12,592	15,033	16,812	22,458
7	1,239	1,564	2,167	2,833	3,822	9,803	12,017	14,067	16,622	18,475	24,322
8	1,646	2,032	2,733	3,490	4,594	11,030	13,362	15,507	18,168	20,090	26,124
9	2,088	2,532	3,325	4,168	5,380	12,242	14,684	16,919	19,679	21,666	27,877
10	2,558	3,059	3,940	4,865	6,179	13,442	15,987	18,307	21,161	23,209	29,588
16	5,812	6,614	7,962	9,312	11,152	20,465	23,542	26,296	29,633	32,000	39,252
25	11,524	12,697	14,611	16,473	18,940	30,675	34,382	37,652	41,566	44,314	52,620
Dla danej wartości l tapela podaje wartość exp(-l) [do obliczania prawdopodobieństwa w rozkładzie Poissona]
	0,1	0,2	0,3	0,4	0,5	0,6	0,7	0,8	0,9	1,0	1,5	2,0
	0,90484	0,81873	0,74082	0,67032	0,60653	0,54881	0,49659	0,44933	0,40657	0,36788	0,22313	0,13534
	2,5	3,0	3,5	4,0	4,5	5,0	5,5	6,0	7,0	8,0	9,0	10,0
	0,08208	0,04979	0,03020	0,01832	0,011109	0,006738	0,004087	0,002479	0,0009119	0,0003355	0,0001234	0,0000454

---

Sheet 3: Rozkł_liczby_znaków

Tablica. Rozkład liczby znaków
n	a	n	a	n	a	n	a
	0,01 0,05 0,10 0,25		0,01 0,05 0,10 0,25		0,01 0,05 0,10 0,25		0,01 0,05 0,10 0,25
1		24	5 6 7 8	47	14 16 17 19	69	23 25 27 29
2		25	5 7 7 9	48	14 16 17 19	70	23 26 27 29
3	0	26	6 7 8 9	49	15 17 18 19	71	24 26 28 30
4	0	27	6 7 8 10	50	15 17 18 20	72	24 27 28 30
5	0 0	28	6 8 9 10	51	15 18 19 20	73	25 27 28 31
6	0 0 1	29	7 8 9 10	52	16 18 19 21	74	25 28 29 31
7	0 0 1	30	7 9 10 11	53	16 18 20 21	75	25 28 29 32
8	0 0 1 1	31	7 9 10 11	54	17 19 20 22	76	26 28 30 32
9	0 1 1 2	32	8 9 10 12	55	17 19 20 22	77	26 29 30 32
18	0 1 1 2	33	8 10 11 12	56	17 20 21 23	78	27 29 31 33
11	0 1 2 3	34	9 10 11 13	57	18 20 21 23	79	27 30 31 33
12	1 2 2 3	35	9 11 12 13	58	18 21 22 24	80	28 30 32 34
13	1 2 3 3	36	9 11 12 14	59	19 21 22 24	81	28 31 32 34
14	1 2 3 4	37	10 12 13 14	60	19 21 23 25	82	28 31 33 35
15	2 3 3 4	38	10 12 13 14	61	20 22 23 25	83	29 32 33 35
16	2 3 3 5	39	11 12 13 15	62	20 22 24 25	84	29 32 33 36
17	2 4 4 5	40	11 13 14 15	63	20 23 24 26	85	30 32 34 36
18	3 4 5 6	41	31 13 14 16	64	2t 23 24 26	86	30 33 34 37
19	3 4 5 6	42	12 14 15 16	65	21 24 25 27	87	31 33 35 37
20	3 5 5 6	43	12 14 15 17	66	22 24 25 27	88	31 34 35 38
21	4 5 6 7	44	13 15 16 17	67	22 25 26 28	89	31 34 36 38
22	4 5 6 7	45	13 15 16 18	68	22 25 26 28	90	32 35 36 39
22	4 6 7 8	46	13 15 16 18
Dla n>90 przybliżoną wartością r jest największa liczba całkowita mniejsza niż (n-1)/2-k(n+I)^(1/2), gdzie
dla alpha=0,01; 0,05; 0,10; 0,25 - k jest równe odpowiednio1,2879; 0,9800; 0,8224; 0,5752.

---

Sheet 4: Rozkład_serii_1

Tablica. Rozklad serii
	a=0,025																			a=0,975
n1->	2	3	4	5	6	7	8	9	10	11	12	13	14	15	16	17	18	19	20	2	3	4	5	6	7	8	9	10	11	12	13	14	15	16	17	18	19	20	<-n1
n2\|/																																							n2\|/
2																				4																			2
3																				5	6																		3
4																				5	7	8																	4
5			2	2																5	7	8	9																5
6		2	2	3	3															5	7	8	9	10															6
7		2	2	3	3	3														5	7	9	10	11	12														7
8		2	3	3	3	4	4							-						5	7	9	10	11	12	13													8
9		2	3	3	4	4	5	5												5	7	9	11	12	13	13	14												9
10		2	3	3	4	5	5	5	6											5	7	9	11	12	13	14	15	15											10
11		2	3	4	4	5	5	6	6	7										5	7	9	11	12	13	14	15	16	16										11
12	2	2	3	4	4	5	6	6	7	7	7									5	7	9	11	12	13	15	15	16	17	18									12
13	2	2	3	4	5	5	6	6	7	7	8	8								5	7	9	11	13	14	15	16	17	18	18	19								13
14	2	2	3	4	5	5	6	7	7	8	8	9	9							5	7	9	11	13	14	15	16	17	18	19	19	20							14
15	2	3	3	4	5	6	6	7	7	8	8	9	9	10						5	7	9	11	13	14	15	17	17	18	19	20	21	21						15
16	2	3	4	4	5	6	6	7	8	8	9	9	10	10	11					5	7	9	11	13	15	16	17	18	19	20	20	21	22	22					16
17	2	3	4	4	5	6	7	7	8	9	9	10	10	11	11	11				5	7	9	11	13	15	16	17	18	19	20	21	22	22	23	24				17
18	2	3	4	5	5	6	7	8	8	9	9	10	10	11	11	12	12			5	7	9	11	13	15	16	17	18	19	20	21	22	23	24	24	25			18
19	2	3	4	5	6	6	7	8	8	9	10	10	11	11	12	12	13	13		5	7	9	11	13	15	16	17	19	20	21	22	22	23	24	25	25	26		19
20	2	3	4	5	6	6'	7	8	9	9	10	10	12	12	13	13	13	13	14	5	7	9	11	13	15	16	17	19	20	21	22	23	24	24	25	26	26	27	20
Tablica. Rozkład serii (cd.)
	a=0,05																			a=0,95
n1->	2	3	4	5	6	7	8	9	10	11	12	13	14	15	16	17	18	19	20	2	3	4	5	6	7	8	9	10	11	12	13	14	15	16	17	18	19	20	<-n1
n2\|/																																							n2\|/
2																				4																			2
3																				5	6																		3
4			2																	5	6	7																	4
5		2	2	3																5	7	8	8																5
6		2	3	3	3															5	7	8	9	10															6
7		2	3	3	4	4														5	7	8	9	10	11														7
8	2	2	3	3	4	4	5													5	7	9	10	11	12	12													8
9	2	2	3	4	4	5	5	6												5	7	9	10	11	12	13	13												9
10	2	3	3	4	5	5	6	6	6											5	7	9	10	11	12	13	14	15											10
11	2	3	3	4	5	5	6	6	7	7										5	7	9	11	12	13	14	14	15	16										11
12	2	3	4	4	5	6	6	7	7	8	8									5	7	9	11	12	13	14	15	16	16	17									12
13	2	3	4	4	5	6	6	7	8	8	9	9								5	7	9	11	12	13	14	15	16	17	17	18								13
14	2	3	4	5	5	6	7	7	8	8	9	9	10							5	7	9	11	12	13	15	16	16	17	18	19	19							14
15	2	3	4	5	6	6	7	8	8	9	9	10	10	11						5	7	9	11	13	14	15	16	17	18	18	19	20	20						15
16	2	3	4	5	6	6	7	8	8	9	10	10	11	11	11					5	7	9	11	13	14	15	16	17	18	19	20	20	21	22					16
17	2	3	4	5	6	7	7	8	9	9	10	10	11	11	12	12				5	7	9	11	13	14	15	16	17	18	19	20	21	21	22	23				17
18	2	3	4	5	6	7	8	8	9	10	10	11	11	12	12	13	13			5	7	9	11	13	14	15	17	18	19	20	20	21	22	23	23	24			18
19	2	3	4	5	č	7	8	8	9	10	10	11	12	12	13	13	14	14		5	7	9	11	13	14	15	17	18	19	20	21	22	22	23	24	24	25		19
20	2	3	4	5	6	7	8	9	9	10	11	11	12	12	13	13	14	14	15	5	7	9	11	13	14	16	17	18	19	20	21	22	23	24	24	25	26	26	20
c.d na następnym arkuszu

---

Sheet 5: Rozkład_serii_2

Tablica. Rozkład serii (cd.)					(Początek - na poprzednim arkuszu)
n1=n2	a				n1=n2	a				n1=n2	a				n1=n2	a
	0,025	0.05	0,95	0.975		0,025	0.05	0,95	0.975		0,025	0.05	0,95	0.975		0,025	0.05	0,95	0.975
10	6	6	15	15	33	25	26	41	42	56	46	47	66	67	79	67	69	90	92
11	7	7	16	16	34	26	27	42	43	57	47	48	67	68	80	68	70	91	93
12	7	8	17	18	35	27	28	43	44	58	47	49	68	70	81	69	71	92	94
13	8	9	18	19	36	28	29	44	45	59	48	50	69	71	82	69	71	94	96
14	9	10	19	20	37	29	30	45	46	60	49	51	70	72	83	70	72	95	97
15	10	11	20	21	38	30	31	46	47	61	50	52	71	73	84	71	73	96	98
16	11	11	22	22	39	30	32	47	49	62	51	53	72	74	85	72	74	97	99
17	11	12	23	24	40	31	33	48	50	63	52	54	73	75	86	73	75	98	100
18	12	13	24	25	41	32	34	49	51	64	53	55	74	76	87	74	76	99	101
19	13	14	25	26	42	33	35	50	52	65	54	56	75	77	88	75	77	100	102
20	14	15	26	27	43	34	35	52	53	66	55	57	76	78	89	76	78	101	103
21	15	16	27	28	44	35	36	53	54	67	56	58	77	79	90	77	79	102	104
22	16	17	28	29	45	36	37	54	55	68	57	58	79	80	91	78	80	103	105
23	16	17	30	31	46	37	38	55	56	69	58	59	80	81	92	79	81	104	106
24	17	18	31	32	47	38	39	56	57	70	58	60	81	83	93	80	82	105	107
25	18	19	32	33	48	38	40	57	59	71	59	61	82	84	94	81	83	106	108
26	19	20	33	34	49	39	41	58	60	72	60	62	83	85	95	82	84	107	109
27	20	21	34	35	50	40	42	59	61	73	61	63	84	86	96	82	85	108	111
28	21	22	35	36	51	41	43	60	62	74	62	64	85	87	97	83	86	109	112
29	22	23	36	37	52	42	44	61	63	75	63	65	86	88	98	84	87	110	113
30	22	24	37	39	53	43	45	62	64	76	64	66	87	89	99	85	87	112	114
31	23	25	38	40	54	44	45	64	65	77	65	67	88	90	100	86	88	113	115
32	24	25	40	41	55	45	46	65	66	78	66	68	89	91
c.d na następnym arkuszu

---

Sheet 6: Lambda_Kołmogorow

Rozkład lambda Kołmogorowa (graniczny)
x	Q(x)		x	Q(x)		x	Q(x)		x	Q(x)		x	Q(x)
0,30	0,000009		0,80	0,455857		1,30	0,931908		1,80	0,996932		2,30	0,999949
0,31	0,000021		0,81	0,472041		1,31	0,935370		1,81	0,997146		2,31	0,999954
0,32	0,000046		0,82	0,488030		1,32	0,938682		1,82	0,997346		2,32	0,999958
0,33	0,000091		0,83	0,503808		1,33	0,941848		1,83	0,997533		2,33	0,999962
0,34	0,000171		0,84	0,519366		1,34	0,944872		1,84	0,997707		2,34	0,999965
0,35	0,000303		0,85	0,534682		1,35	0,947756		1,85	0,997870		2,35	0,999968
0,36	0,000511		0,86	0,549744		1,36	0,950512 (~0,95)		1,86	0,998023		2,36	0,999970
0,37	0,000826		0,87	0,564546		1,37	0,953142		1,87	0,998145		2,37	0,999973
0,38	0,001285		0,88	0,579070		1,38	0,955650		1,88	0,998297		2,38	0,999976
0,39	0,001929		0,89	0,593316		1,39	0,958040		1,89	0,998421		2,39	0,999978
0,40	0,002808		0,90	0,607270		1,40	0,960318		1,90	0,998536		2,40	0,999980
0,41	0,003972		0,91	0,620928		1,41	0,962486		1,91	0,998644		2,41	0,999982
0,42	0,005476		0,92	0,634216		1,42	0,964552		1,92	0,998744		2,42	0,999984
0,43	0,007377		0,93	0,647338		1,43	0,966516		1,93	0,998837		2,43	0,999986
0,44	0,009730		0,94	0,660062		1,44	0,968382		1,94	0,998924		2,44	0,999987
0,45	0,012590		0,95	0,672516		1,45	0,970158		1,95	0,999004 (~0,999)		2,45	0,999988
0,46	0,016005		0,96	0,684636		1,46	0,971846		1,96	0,999079		2,46	0,999989
0,47	0,020022		0,97	0,696444		1,47	0,973448		1,97	0,999149		2,47	0,999990
0,48	0,024682		0,98	0,707940		1,48	0,974970		1,98	0,999213		2,48	0,999991
0,49	0,030017		0,99	0,719126		1,49	0,976412		1,99	0,999273		2,49	0,999992
0,50	0,036055		1,00	0,730000		1,50	0,977782		2,00	0,999329		2,50	0,9999925
0,51	0,042814		1,01	0,740566		1,51	0,979080 (~0,98)		2,01	0,999380		2,55	0,9999956
0,52	0,050306		1,02	0,750826		1,52	0,980310		2,02	0,999428		2,60	0,9999974
0,53	0,058534		1,03	0,760780		1,53	0,981476		2,03	0,999474		2,65	0,9999984
0,54	0,067497		1,04	0,770434		1,54	0,982578		2,04	0,999516		2,70	0,9999990
0,55	0,077183		1,05	0,779794		1,55	0,983622		2,05	0,999552		2,75	0,9999994
0,56	0,087577		1,06	0,788860		1,56	0,984610		2,06	0,999588		2,80	0,9999997
0,57	0,098656		1,07	0,797636 (~0,8)		1,57	0,985544		2,07	0,999620		2,85	0,99999982
0,58	0,110395		1,08	0,806128		1,58	0,986426		2,08	0,999650		2,90	0,99999990
0,59	0,122760		1,09	0,814342		1,59	0,987260		2,09	0,999680		2,95	0,99999994
0,60	0,135718		1,10	0,822282		1,60	0,988048		2,10	0,999705		3,00	0,99999997
0,61	0,149229		1,11	0,829950		1,61	0,988791		2,11	0,999723
0,62	0,163225		1,12	0,837356		1,62	0,989492		2,12	0,999750
0,63	0,177753		1,13	0,844502		1,63	0,990154 (~0,99)		2,13	0,999770
0,64	0,192677		1,14	0,851394		1,64	0,990777		2,14	0,999790
0,65	0,207987		1,17	0,858038		1,65	0,991364		2,15	0,999806
0,66	0,223637		1,16	0,864442		1,66	0,991917		2,16	0,999822
0,67	0,239582		1,17	0,870612		1,67	0,992438		2,17	0,999838
0,68	0,255780		1,18	0,876548		1,68	0,992928		2,18	0,999852
0,69	0,272189		1,19	0,882258		1,69	0,993389		2,19	0,999864
0,70	0,288765		1,20	0,887750		1,70	0,993828		2,20	0,999874
0,71	0,305471		1,21	0,893030		1,71	0,994230		2,21	0,999886
0,72	0,322265		1,22	0,898104 (~0,9)		1,72	0,994612		2,22	0,999896
0,73	0,339113		1,23	0,902972		1,73	0,994972		2,23	0,999904
0,74	0,355981		1,24	0,907648		1,74	0,995309		2,24	0,999912
0,75	0,372833		1,25	0,912132		1,75	0,995625		2,25	0,999920
0,76	0,389640		1,26	0,916432		1,76	0,995922		2,26	0,999926
0,77	0,406372		1,27	0,920556		1,77	0,996200		2,27	0,999934
0,78	0,423002		1,28	0,924505		1,78	0,996460		2,28	0,999940
0,79	0,439505		1,29	0,928288		1,79	0,996704		2,29	0,999944

---

Sheet 7: T w granicy w nieskończ

Ten arkusz służy jedynie ilustracji pewnej własności rozkładu t Studenta
Skrócona tabelka rozkładu t Studenta
Dla danej ilości r stopni swobody i liczby a tabela podaje wartość ta taką, że
P(|T|>ta)=a, gdzie T jest zmienną losową o rozkładzie t Studenta o r stopniach swobody
a=	0,8	0,7	0,6	0,5	0,4	0,3	0,2	0,1	0,05	0,04	0,02	0,01
r=
1	0,325	0,510	0,727	1,000	1,376	1,963	3,078	6,314	12,706	15,895	31,821	63,657
2	0,289	0,445	0,617	0,816	1,061	1,386	1,886	2,920	4,303	4,849	6,965	9,925
3	0,277	0,424	0,584	0,765	0,978	1,250	1,638	2,353	3,182	3,482	4,541	5,841
4	0,271	0,414	0,569	0,741	0,941	1,190	1,533	2,132	2,776	2,999	3,747	4,604
5	0,267	0,408	0,559	0,727	0,920	1,156	1,476	2,015	2,571	2,757	3,365	4,032
6	0,265	0,404	0,553	0,718	0,906	1,134	1,440	1,943	2,447	2,612	3,143	3,707
7	0,263	0,402	0,549	0,711	0,896	1,119	1,415	1,895	2,365	2,517	2,998	3,499
8	0,262	0,399	0,546	0,706	0,889	1,108	1,397	1,860	2,306	2,449	2,896	3,355
9	0,261	0,398	0,543	0,703	0,883	1,100	1,383	1,833	2,262	2,398	2,821	3,250
10	0,260	0,397	0,542	0,700	0,879	1,093	1,372	1,812	2,228	2,359	2,764	3,169
16	0,258	0,392	0,535	0,690	0,865	1,071	1,337	1,746	2,120	2,235	2,583	2,921
25	0,256	0,390	0,531	0,684	0,856	1,058	1,316	1,708	2,060	2,167	2,485	2,787
30	0,256	0,389	0,530	0,683	0,854	1,055	1,310	1,697	2,042	2,147	2,457	2,750
35	0,255	0,388	0,529	0,682	0,852	1,052	1,306	1,690	2,030	2,133	2,438	2,724
40	0,255	0,388	0,529	0,681	0,851	1,050	1,303	1,684	2,021	2,123	2,423	2,704
50	0,255	0,388	0,528	0,679	0,849	1,047	1,299	1,676	2,009	2,109	2,403	2,678
60	0,254	0,387	0,527	0,679	0,848	1,045	1,296	1,671	2,000	2,099	2,390	2,660
70	0,254	0,387	0,527	0,678	0,847	1,044	1,294	1,667	1,994	2,093	2,381	2,648
80	0,254	0,387	0,526	0,678	0,846	1,043	1,292	1,664	1,990	2,088	2,374	2,639
100	0,254	0,386	0,526	0,677	0,845	1,042	1,290	1,660	1,984	2,081	2,364	2,626
120	0,254	0,386	0,526	0,677	0,845	1,041	1,289	1,658	1,980	2,076	2,358	2,617
150	0,254	0,386	0,526	0,676	0,844	1,040	1,287	1,655	1,976	2,072	2,351	2,609
200	0,254	0,386	0,525	0,676	0,843	1,039	1,286	1,653	1,972	2,067	2,345	2,601
250	0,254	0,386	0,525	0,675	0,843	1,039	1,285	1,651	1,969	2,065	2,341	2,596
500	0,253	0,386	0,525	0,675	0,842	1,038	1,283	1,648	1,965	2,059	2,334	2,586
1000	0,253	0,385	0,525	0,675	0,842	1,037	1,282	1,646	1,962	2,056	2,330	2,581
2000	0,253	0,385	0,524	0,675	0,842	1,037	1,282	1,646	1,961	2,055	2,328	2,578
10000	0,253	0,385	0,524	0,675	0,842	1,036	1,282	1,645	1,960	2,054	2,327	2,576
	0,253	0,385	0,524	0,675	0,842	1,036	1,282	1,645	1,960	2,054	2,327	2,576
	Powyższe ilustruje, jak rozkład t Studenta dąży do rozkładu normalnego
Skrócona tabelka rozkładu chi kwadrat
Dla danej ilości r stopni swobody i liczby a tabela podaje wartość (ca)^2 taką, że
P(c2>ca2)=a, gdzie c2 jest zmienną o rozkładzie chi kwadrat o r stopniach swobody
a=	0,99	0,98	0,95	0,90	0,80	0,20	0,10	0,05	0,02	0,01	0,001
r=
1	0,000157	0,000628	0,00393	0,0158	0,0642	1,642	2,706	3,841	5,412	6,635	10,828
2	0,0201	0,0404	0,103	0,211	0,446	3,219	4,605	5,991	7,824	9,210	13,816
3	0,115	0,185	0,352	0,584	1,005	4,642	6,251	7,815	9,837	11,345	16,266
4	0,297	0,429	0,711	1,064	1,649	5,989	7,779	9,488	11,668	13,277	18,467
5	0,554	0,752	1,145	1,610	2,343	7,289	9,236	11,070	13,388	15,086	20,515
6	0,872	1,134	1,635	2,204	3,070	8,558	10,645	12,592	15,033	16,812	22,458
7	1,239	1,564	2,167	2,833	3,822	9,803	12,017	14,067	16,622	18,475	24,322
8	1,646	2,032	2,733	3,490	4,594	11,030	13,362	15,507	18,168	20,090	26,124
9	2,088	2,532	3,325	4,168	5,380	12,242	14,684	16,919	19,679	21,666	27,877
10	2,558	3,059	3,940	4,865	6,179	13,442	15,987	18,307	21,161	23,209	29,588
11	3,053	3,609	4,575	5,578	6,989	14,631	17,275	19,675	22,618	24,725	31,264
12	3,571	4,178	5,226	6,304	7,807	15,812	18,549	21,026	24,054	26,217	32,909
13	4,107	4,765	5,892	7,042	8,634	16,985	19,812	22,362	25,472	27,688	34,528
14	4,660	5,368	6,571	7,790	9,467	18,151	21,064	23,685	26,873	29,141	36,123
15	5,229	5,985	7,261	8,547	10,307	19,311	22,307	24,996	28,259	30,578	37,697
16	5,812	6,614	7,962	9,312	11,152	20,465	23,542	26,296	29,633	32,000	39,252
17	6,408	7,255	8,672	10,085	12,002	21,615	24,769	27,587	30,995	33,409	40,790
18	7,015	7,906	9,390	10,865	12,857	22,760	25,989	28,869	32,346	34,805	42,312
19	7,633	8,567	10,117	11,651	13,716	23,900	27,204	30,144	33,687	36,191	43,820
20	8,260	9,237	10,851	12,443	14,578	25,038	28,412	31,410	35,020	37,566	45,315
21	8,897	9,915	11,591	13,240	15,445	26,171	29,615	32,671	36,343	38,932	46,797
22	9,542	10,600	12,338	14,041	16,314	27,301	30,813	33,924	37,659	40,289	48,268
23	10,196	11,293	13,091	14,848	17,187	28,429	32,007	35,172	38,968	41,638	49,728
24	10,856	11,992	13,848	15,659	18,062	29,553	33,196	36,415	40,270	42,980	51,179
25	11,524	12,697	14,611	16,473	18,940	30,675	34,382	37,652	41,566	44,314	52,620
26	12,198	13,409	15,379	17,292	19,820	31,795	35,563	38,885	42,856	45,642	54,052
27	12,879	14,125	16,151	18,114	20,703	32,912	36,741	40,113	44,140	46,963	55,476
28	13,565	14,847	16,928	18,939	21,588	34,027	37,916	41,337	45,419	48,278	56,892
29	14,256	15,574	17,708	19,768	22,475	35,139	39,087	42,557	46,693	49,588	58,301
30	14,953	16,306	18,493	20,599	23,364	36,250	40,256	43,773	47,962	50,892	59,703
31	15,655	17,042	19,281	21,434	24,255	37,359	41,422	44,985	49,226	52,191	61,098
32	16,362	17,783	20,072	22,271	25,148	38,466	42,585	46,194	50,487	53,486	62,487
33	17,074	18,527	20,867	23,110	26,042	39,572	43,745	47,400	51,743	54,776	63,870
34	17,789	19,275	21,664	23,952	26,938	40,676	44,903	48,602	52,995	56,061	65,247
35	18,509	20,027	22,465	24,797	27,836	41,778	46,059	49,802	54,244	57,342	66,619
36	19,233	20,783	23,269	25,643	28,735	42,879	47,212	50,998	55,489	58,619	67,985
37	19,960	21,542	24,075	26,492	29,635	43,978	48,363	52,192	56,730	59,893	69,346
38	20,691	22,304	24,884	27,343	30,537	45,076	49,513	53,384	57,969	61,162	70,703
39	21,426	23,069	25,695	28,196	31,441	46,173	50,660	54,572	59,204	62,428	72,055
40	22,164	23,838	26,509	29,051	32,345	47,269	51,805	55,758	60,436	63,691	73,402
41	22,906	24,609	27,326	29,907	33,251	48,363	52,949	56,942	61,665	64,950	74,745
42	23,650	25,383	28,144	30,765	34,157	49,456	54,090	58,124	62,892	66,206	76,084
43	24,398	26,159	28,965	31,625	35,065	50,548	55,230	59,304	64,116	67,459	77,419
44	25,148	26,939	29,787	32,487	35,974	51,639	56,369	60,481	65,337	68,710	78,750
45	25,901	27,720	30,612	33,350	36,884	52,729	57,505	61,656	66,555	69,957	80,077
46	26,657	28,505	31,439	34,215	37,795	53,818	58,641	62,830	67,771	71,201	81,400
47	27,416	29,291	32,268	35,081	38,708	54,906	59,774	64,001	68,985	72,443	82,720
48	28,177	30,080	33,098	35,949	39,621	55,993	60,907	65,171	70,197	73,683	84,037
49	28,941	30,871	33,930	36,818	40,534	57,079	62,038	66,339	71,406	74,919	85,351
50	29,707	31,664	34,764	37,689	41,449	58,164	63,167	67,505	72,613	76,154	86,661
51	30,475	32,459	35,600	38,560	42,365	59,248	64,295	68,669	73,818	77,386	87,968
52	31,246	33,256	36,437	39,433	43,281	60,332	65,422	69,832	75,021	78,616	89,272
53	32,018	34,055	37,276	40,308	44,199	61,414	66,548	70,993	76,223	79,843	90,573
54	32,793	34,856	38,116	41,183	45,117	62,496	67,673	72,153	77,422	81,069	91,872
55	33,570	35,659	38,958	42,060	46,036	63,577	68,796	73,311	78,619	82,292	93,168
56	34,350	36,464	39,801	42,937	46,955	64,658	69,919	74,468	79,815	83,513	94,461
57	35,131	37,270	40,646	43,816	47,876	65,737	71,040	75,624	81,009	84,733	95,751
58	35,913	38,078	41,492	44,696	48,797	66,816	72,160	76,778	82,201	85,950	97,039
59	36,698	38,888	42,339	45,577	49,718	67,894	73,279	77,931	83,391	87,166	98,324
60	37,485	39,699	43,188	46,459	50,641	68,972	74,397	79,082	84,580	88,379	99,607
61	38,273	40,512	44,038	47,342	51,564	70,049	75,514	80,232	85,767	89,591	100,888
62	39,063	41,327	44,889	48,226	52,487	71,125	76,630	81,381	86,953	90,802	102,166
63	39,855	42,143	45,741	49,111	53,412	72,201	77,745	82,529	88,137	92,010	103,442
64	40,649	42,960	46,595	49,996	54,336	73,276	78,860	83,675	89,320	93,217	104,716
65	41,444	43,779	47,450	50,883	55,262	74,351	79,973	84,821	90,501	94,422	105,988
66	42,240	44,599	48,305	51,770	56,188	75,424	81,085	85,965	91,681	95,626	107,258
67	43,038	45,421	49,162	52,659	57,115	76,498	82,197	87,108	92,860	96,828	108,526
68	43,838	46,244	50,020	53,548	58,042	77,571	83,308	88,250	94,037	98,028	109,791
69	44,639	47,068	50,879	54,438	58,970	78,643	84,418	89,391	95,213	99,228	111,055
70	45,442	47,893	51,739	55,329	59,898	79,715	85,527	90,531	96,388	100,425	112,317
71	46,246	48,720	52,600	56,221	60,827	80,786	86,635	91,670	97,561	101,621	113,577
72	47,051	49,548	53,462	57,113	61,756	81,857	87,743	92,808	98,733	102,816	114,835
73	47,858	50,377	54,325	58,006	62,686	82,927	88,850	93,945	99,904	104,010	116,092
74	48,666	51,208	55,189	58,900	63,616	83,997	89,956	95,081	101,074	105,202	117,346
75	49,475	52,039	56,054	59,795	64,547	85,066	91,061	96,217	102,243	106,393	118,599
76	50,286	52,872	56,920	60,690	65,478	86,135	92,166	97,351	103,410	107,583	119,850
77	51,097	53,705	57,786	61,586	66,409	87,203	93,270	98,484	104,576	108,771	121,100
78	51,910	54,540	58,654	62,483	67,341	88,271	94,374	99,617	105,742	109,958	122,348
79	52,725	55,376	59,522	63,380	68,274	89,338	95,476	100,749	106,906	111,144	123,594
80	53,540	56,213	60,391	64,278	69,207	90,405	96,578	101,879	108,069	112,329	124,839
81	54,357	57,051	61,261	65,176	70,140	91,472	97,680	103,010	109,232	113,512	126,083
82	55,174	57,890	62,132	66,076	71,074	92,538	98,780	104,139	110,393	114,695	127,324
83	55,993	58,729	63,004	66,976	72,008	93,604	99,880	105,267	111,553	115,876	128,565
84	56,813	59,570	63,876	67,876	72,943	94,669	100,980	106,395	112,712	117,057	129,804
85	57,634	60,412	64,749	68,777	73,878	95,734	102,079	107,522	113,871	118,236	131,041
86	58,456	61,255	65,623	69,679	74,813	96,799	103,177	108,648	115,028	119,414	132,277
87	59,279	62,098	66,498	70,581	75,749	97,863	104,275	109,773	116,184	120,591	133,512
88	60,103	62,943	67,373	71,484	76,685	98,927	105,372	110,898	117,340	121,767	134,745
89	60,928	63,788	68,249	72,387	77,622	99,991	106,469	112,022	118,495	122,942	135,978
90	61,754	64,635	69,126	73,291	78,558	101,054	107,565	113,145	119,648	124,116	137,208
91	62,581	65,482	70,003	74,196	79,496	102,117	108,661	114,268	120,801	125,289	138,438
92	63,409	66,330	70,882	75,100	80,433	103,179	109,756	115,390	121,954	126,462	139,666
93	64,238	67,179	71,760	76,006	81,371	104,241	110,850	116,511	123,105	127,633	140,893
94	65,068	68,028	72,640	76,912	82,309	105,303	111,944	117,632	124,255	128,803	142,119
95	65,898	68,879	73,520	77,818	83,248	106,364	113,038	118,752	125,405	129,973	143,344
96	66,730	69,730	74,401	78,725	84,187	107,425	114,131	119,871	126,554	131,141	144,567
97	67,562	70,582	75,282	79,633	85,126	108,486	115,223	120,990	127,702	132,309	145,789
98	68,396	71,434	76,164	80,541	86,065	109,547	116,315	122,108	128,849	133,476	147,010
99	69,230	72,288	77,046	81,449	87,005	110,607	117,407	123,225	129,996	134,642	148,230
100	70,065	73,142	77,929	82,358	87,945	111,667	118,498	124,342	131,142	135,807	149,449
101	70,901	73,997	78,813	83,267	88,886	112,726	119,589	125,458	132,287	136,971	150,667
102	71,737	74,853	79,697	84,177	89,826	113,786	120,679	126,574	133,431	138,134	151,884
103	72,575	75,709	80,582	85,088	90,767	114,845	121,769	127,689	134,575	139,297	153,099
104	73,413	76,566	81,468	85,998	91,709	115,903	122,858	128,804	135,718	140,459	154,314
105	74,252	77,424	82,354	86,909	92,650	116,962	123,947	129,918	136,860	141,620	155,528
106	75,092	78,282	83,240	87,821	93,592	118,020	125,035	131,031	138,002	142,780	156,740
107	75,932	79,142	84,127	88,733	94,534	119,078	126,123	132,144	139,143	143,940	157,952
108	76,774	80,001	85,015	89,645	95,477	120,135	127,211	133,257	140,283	145,099	159,162
109	77,616	80,862	85,903	90,558	96,419	121,192	128,298	134,369	141,423	146,257	160,372
110	78,458	81,723	86,792	91,471	97,362	122,250	129,385	135,480	142,562	147,414	161,581
111	79,302	82,584	87,681	92,385	98,306	123,306	130,472	136,591	143,700	148,571	162,788
112	80,146	83,447	88,570	93,299	99,249	124,363	131,558	137,701	144,838	149,727	163,995
113	80,991	84,310	89,461	94,213	100,193	125,419	132,643	138,811	145,975	150,882	165,201
114	81,836	85,173	90,351	95,128	101,137	126,475	133,729	139,921	147,111	152,037	166,406
115	82,682	86,037	91,242	96,043	102,081	127,531	134,813	141,030	148,247	153,191	167,610
116	83,529	86,902	92,134	96,958	103,025	128,587	135,898	142,138	149,383	154,344	168,813
117	84,377	87,767	93,026	97,874	103,970	129,642	136,982	143,246	150,517	155,496	170,016
118	85,225	88,633	93,918	98,790	104,915	130,697	138,066	144,354	151,652	156,648	171,217
119	86,074	89,500	94,811	99,707	105,860	131,752	139,149	145,461	152,785	157,800	172,418
120	86,923	90,367	95,705	100,624	106,806	132,806	140,233	146,567	153,918	158,950	173,617
121	87,773	91,234	96,598	101,541	107,751	133,861	141,315	147,674	155,051	160,100	174,816
122	88,624	92,102	97,493	102,458	108,697	134,915	142,398	148,779	156,183	161,250	176,014
123	89,475	92,971	98,387	103,376	109,643	135,969	143,480	149,885	157,314	162,398	177,212
124	90,327	93,840	99,283	104,295	110,589	137,022	144,562	150,989	158,445	163,546	178,408
125	91,180	94,710	100,178	105,213	111,536	138,076	145,643	152,094	159,575	164,694	179,604
126	92,033	95,580	101,074	106,132	112,483	139,129	146,724	153,198	160,705	165,841	180,799
127	92,887	96,451	101,971	107,051	113,430	140,182	147,805	154,302	161,834	166,987	181,993
128	93,741	97,322	102,867	107,971	114,377	141,235	148,885	155,405	162,963	168,133	183,186
129	94,596	98,194	103,765	108,891	115,324	142,288	149,965	156,508	164,091	169,278	184,379
130	95,451	99,066	104,662	109,811	116,272	143,340	151,045	157,610	165,219	170,423	185,571
131	96,307	99,939	105,560	110,732	117,219	144,392	152,125	158,712	166,346	171,567	186,762
132	97,163	100,812	106,459	111,652	118,167	145,444	153,204	159,814	167,473	172,711	187,953
133	98,020	101,686	107,357	112,573	119,116	146,496	154,283	160,915	168,600	173,854	189,142
134	98,878	102,560	108,257	113,495	120,064	147,548	155,361	162,016	169,725	174,996	190,331
135	99,736	103,435	109,156	114,417	121,012	148,599	156,440	163,116	170,851	176,138	191,520
136	100,595	104,310	110,056	115,338	121,961	149,651	157,518	164,216	171,976	177,280	192,707
137	101,454	105,185	110,956	116,261	122,910	150,702	158,595	165,316	173,100	178,421	193,894
138	102,314	106,061	111,857	117,183	123,859	151,753	159,673	166,415	174,224	179,561	195,080
139	103,174	106,938	112,758	118,106	124,809	152,803	160,750	167,514	175,348	180,701	196,266
140	104,034	107,815	113,659	119,029	125,758	153,854	161,827	168,613	176,471	181,840	197,451
141	104,896	108,692	114,561	119,953	126,708	154,904	162,904	169,711	177,594	182,979	198,635
142	105,757	109,570	115,463	120,876	127,658	155,954	163,980	170,809	178,716	184,118	199,819
143	106,619	110,448	116,366	121,800	128,608	157,004	165,056	171,907	179,838	185,256	201,002
144	107,482	111,327	117,268	122,724	129,558	158,054	166,132	173,004	180,959	186,393	202,184
145	108,345	112,206	118,171	123,649	130,508	159,104	167,207	174,101	182,080	187,530	203,366
146	109,209	113,086	119,075	124,574	131,459	160,153	168,283	175,198	183,200	188,666	204,547
147	110,073	113,965	119,979	125,499	132,409	161,202	169,358	176,294	184,321	189,802	205,727
148	110,937	114,846	120,883	126,424	133,360	162,251	170,432	177,390	185,440	190,938	206,907
149	111,802	115,726	121,787	127,349	134,311	163,300	171,507	178,485	186,560	192,073	208,086
150	112,668	116,608	122,692	128,275	135,263	164,349	172,581	179,581	187,678	193,208	209,265
151	113,533	117,489	123,597	129,201	136,214	165,398	173,655	180,676	188,797	194,342	210,443
152	114,400	118,371	124,502	130,127	137,165	166,446	174,729	181,770	189,915	195,476	211,620
153	115,266	119,253	125,408	131,054	138,117	167,495	175,803	182,865	191,033	196,609	212,797
154	116,134	120,136	126,314	131,980	139,069	168,543	176,876	183,959	192,150	197,742	213,973
155	117,001	121,019	127,220	132,907	140,021	169,591	177,949	185,052	193,267	198,874	215,149
156	117,869	121,903	128,127	133,835	140,973	170,639	179,022	186,146	194,384	200,006	216,324
157	118,738	122,786	129,034	134,762	141,926	171,686	180,094	187,239	195,500	201,138	217,499
158	119,607	123,671	129,941	135,690	142,878	172,734	181,167	188,332	196,616	202,269	218,673
159	120,476	124,555	130,848	136,618	143,831	173,781	182,239	189,424	197,731	203,400	219,846
160	121,346	125,440	131,756	137,546	144,783	174,828	183,311	190,516	198,846	204,530	221,019
161	122,216	126,325	132,664	138,474	145,736	175,875	184,382	191,608	199,961	205,660	222,191
162	123,086	127,211	133,572	139,403	146,689	176,922	185,454	192,700	201,076	206,790	223,363
163	123,957	128,097	134,481	140,331	147,643	177,969	186,525	193,791	202,190	207,919	224,535
164	124,828	128,983	135,390	141,260	148,596	179,016	187,596	194,883	203,303	209,047	225,705
165	125,700	129,870	136,299	142,190	149,549	180,062	188,667	195,973	204,417	210,176	226,876
166	126,572	130,757	137,209	143,119	150,503	181,109	189,737	197,064	205,530	211,304	228,045
167	127,445	131,644	138,118	144,049	151,457	182,155	190,808	198,154	206,642	212,431	229,215
168	128,318	132,532	139,028	144,979	152,411	183,201	191,878	199,244	207,755	213,558	230,383
169	129,191	133,420	139,939	145,909	153,365	184,247	192,948	200,334	208,867	214,685	231,552
170	130,064	134,308	140,849	146,839	154,319	185,293	194,017	201,423	209,978	215,812	232,719
171	130,938	135,197	141,760	147,769	155,273	186,338	195,087	202,513	211,090	216,938	233,887
172	131,813	136,086	142,671	148,700	156,228	187,384	196,156	203,602	212,201	218,063	235,053
173	132,687	136,975	143,582	149,631	157,182	188,429	197,225	204,690	213,311	219,189	236,220
174	133,563	137,865	144,494	150,562	158,137	189,475	198,294	205,779	214,422	220,314	237,385
175	134,438	138,755	145,406	151,493	159,092	190,520	199,363	206,867	215,532	221,438	238,551
176	135,314	139,645	146,318	152,425	160,047	191,565	200,432	207,955	216,641	222,563	239,716
177	136,190	140,536	147,230	153,356	161,002	192,610	201,500	209,042	217,751	223,687	240,880
178	137,066	141,427	148,143	154,288	161,957	193,654	202,568	210,130	218,860	224,810	242,044
179	137,943	142,318	149,056	155,220	162,913	194,699	203,636	211,217	219,969	225,933	243,207
180	138,820	143,210	149,969	156,153	163,868	195,743	204,704	212,304	221,077	227,056	244,370
181	139,698	144,101	150,882	157,085	164,824	196,788	205,771	213,391	222,185	228,179	245,533
182	140,576	144,994	151,796	158,018	165,780	197,832	206,839	214,477	223,293	229,301	246,695
183	141,454	145,886	152,709	158,951	166,735	198,876	207,906	215,563	224,401	230,423	247,857
184	142,332	146,779	153,623	159,883	167,691	199,920	208,973	216,649	225,508	231,544	249,018
185	143,211	147,672	154,538	160,817	168,647	200,964	210,040	217,735	226,615	232,665	250,179
186	144,090	148,565	155,452	161,750	169,604	202,008	211,106	218,820	227,722	233,786	251,339
187	144,970	149,459	156,367	162,684	170,560	203,052	212,173	219,906	228,828	234,907	252,499
188	145,850	150,352	157,282	163,617	171,517	204,095	213,239	220,991	229,935	236,027	253,659
189	146,730	151,247	158,197	164,551	172,473	205,139	214,305	222,076	231,040	237,147	254,818
190	147,610	152,141	159,113	165,485	173,430	206,182	215,371	223,160	232,146	238,266	255,976
191	148,491	153,036	160,028	166,419	174,387	207,225	216,437	224,245	233,251	239,386	257,135
192	149,372	153,931	160,944	167,354	175,343	208,268	217,502	225,329	234,356	240,505	258,292
193	150,254	154,826	161,860	168,288	176,301	209,311	218,568	226,413	235,461	241,623	259,450
194	151,135	155,722	162,776	169,223	177,258	210,354	219,633	227,496	236,566	242,742	260,607
195	152,017	156,617	163,693	170,158	178,215	211,397	220,698	228,580	237,670	243,860	261,763
196	152,900	157,513	164,610	171,093	179,172	212,439	221,763	229,663	238,774	244,977	262,920
197	153,782	158,410	165,527	172,029	180,130	213,482	222,828	230,746	239,877	246,095	264,075
198	154,665	159,306	166,444	172,964	181,087	214,524	223,892	231,829	240,981	247,212	265,231
199	155,548	160,203	167,361	173,900	182,045	215,567	224,957	232,912	242,084	248,329	266,386
200	156,432	161,100	168,279	174,835	183,003	216,609	226,021	233,994	243,187	249,445	267,541
201	157,316	161,998	169,196	175,771	183,961	217,651	227,085	235,077	244,290	250,561	268,695
202	158,200	162,895	170,114	176,707	184,919	218,693	228,149	236,159	245,392	251,677	269,849
203	159,084	163,793	171,032	177,643	185,877	219,735	229,213	237,240	246,494	252,793	271,002
204	159,969	164,691	171,951	178,580	186,835	220,777	230,276	238,322	247,596	253,908	272,155
205	160,854	165,590	172,869	179,516	187,793	221,818	231,340	239,403	248,698	255,023	273,308
206	161,739	166,488	173,788	180,453	188,752	222,860	232,403	240,485	249,799	256,138	274,460
207	162,624	167,387	174,707	181,390	189,710	223,901	233,466	241,566	250,900	257,253	275,612
208	163,510	168,286	175,626	182,327	190,669	224,943	234,529	242,647	252,001	258,367	276,764
209	164,396	169,186	176,546	183,264	191,628	225,984	235,592	243,727	253,102	259,481	277,915
210	165,283	170,085	177,465	184,201	192,586	227,025	236,655	244,808	254,202	260,595	279,066
211	166,169	170,985	178,385	185,139	193,545	228,066	237,717	245,888	255,302	261,708	280,217
212	167,056	171,885	179,305	186,076	194,504	229,107	238,780	246,968	256,402	262,821	281,367
213	167,943	172,785	180,225	187,014	195,463	230,148	239,842	248,048	257,502	263,934	282,517
214	168,831	173,686	181,145	187,952	196,423	231,189	240,904	249,128	258,601	265,047	283,666
215	169,718	174,587	182,066	188,890	197,382	232,230	241,966	250,207	259,701	266,159	284,815
216	170,606	175,488	182,987	189,828	198,341	233,270	243,028	251,286	260,800	267,271	285,964
217	171,494	176,389	183,907	190,767	199,301	234,311	244,090	252,365	261,898	268,383	287,112
218	172,383	177,291	184,828	191,705	200,260	235,351	245,151	253,444	262,997	269,495	288,261
219	173,271	178,192	185,750	192,644	201,220	236,391	246,213	254,523	264,095	270,606	289,408
220	174,160	179,094	186,671	193,582	202,180	237,432	247,274	255,602	265,193	271,717	290,556
221	175,050	179,996	187,593	194,521	203,140	238,472	248,335	256,680	266,291	272,828	291,703
222	175,939	180,899	188,514	195,460	204,100	239,512	249,396	257,758	267,389	273,939	292,850
223	176,829	181,801	189,436	196,400	205,060	240,552	250,457	258,837	268,486	275,049	293,996
224	177,719	182,704	190,359	197,339	206,020	241,592	251,517	259,914	269,584	276,159	295,142
225	178,609	183,607	191,281	198,278	206,980	242,631	252,578	260,992	270,681	277,269	296,288
226	179,499	184,510	192,203	199,218	207,940	243,671	253,638	262,070	271,777	278,379	297,433
227	180,390	185,414	193,126	200,158	208,901	244,711	254,699	263,147	272,874	279,488	298,579
228	181,281	186,317	194,049	201,097	209,861	245,750	255,759	264,224	273,970	280,597	299,723
229	182,172	187,221	194,972	202,037	210,822	246,790	256,819	265,301	275,066	281,706	300,868
230	183,063	188,125	195,895	202,978	211,782	247,829	257,879	266,378	276,162	282,814	302,012
231	183,955	189,030	196,818	203,918	212,743	248,868	258,939	267,455	277,258	283,923	303,156
232	184,847	189,934	197,742	204,858	213,704	249,908	259,998	268,531	278,354	285,031	304,299
233	185,739	190,839	198,665	205,799	214,665	250,947	261,058	269,608	279,449	286,139	305,443
234	186,631	191,744	199,589	206,739	215,626	251,986	262,117	270,684	280,544	287,247	306,586
235	187,524	192,649	200,513	207,680	216,587	253,025	263,176	271,760	281,639	288,354	307,728
236	188,417	193,554	201,437	208,621	217,548	254,063	264,235	272,836	282,734	289,461	308,871
237	189,310	194,460	202,362	209,562	218,509	255,102	265,294	273,911	283,828	290,568	310,013
Dla danej wartości l tapela podaje wartość exp(-l) [do obliczania prawdopodobieństwa w rozkładzie Poissona]
	0,1	0,2	0,3	0,4	0,5	0,6	0,7	0,8	0,9	1,0	1,5	2,0
	0,90484	0,81873	0,74082	0,67032	0,60653	0,54881	0,49659	0,44933	0,40657	0,36788	0,22313	0,13534
	2,5	3,0	3,5	4,0	4,5	5,0	5,5	6,0	7,0	8,0	9,0	10,0
	0,08208	0,04979	0,03020	0,01832	0,01111	0,00674	0,00409	0,00248	0,00091	0,00034	0,00012	0,00005