Kombinační číslo				Bernouliho pst		N1 = 	20		N2 = 	20			N3 = 	20
						p1 =	0.5		p2=	 1/3			p3=	 5/6
n =	30				 									
k =	3													
				počet úspěchů X		Pravděpodobnost			Pravděpodobnost				Pravděpodobnost	
	4060			0	P(X = 0)	9.53674E-07			0.000300729				2.73511E-16	
				1	P(X = 1)	1.90735E-05			0.003007287				2.73511E-14	
				2	P(X = 2)	0.000181198			0.014284611				1.29918E-12	
				3	P(X = 3)	0.001087189			0.042853834				3.89753E-11	
Faktoriál 				4	P(X = 4)	0.004620552			0.091064397				8.28226E-10	
				5	P(X = 5)	0.014785767			0.145703036				1.32516E-08	
n=	5			6	P(X = 6)	0.036964417			0.182128795				1.65645E-07	
				7	P(X = 7)	0.073928833			0.182128795				1.65645E-06	
n! =	120			8	P(X = 8)	0.120134354			0.147979646				1.34587E-05	
				9	P(X = 9)	0.160179138			0.098653097				8.97245E-05	
				10	P(X = 10)	0.176197052			0.054259203				0.000493485	
				11	P(X = 11)	0.160179138			0.024663274				0.002243112	
				12	P(X = 12)	0.120134354			0.009248728				0.008411669	
				13	P(X = 13)	0.073928833			0.002845762				0.025882058	
				14	P(X = 14)	0.036964417			0.000711441				0.064705146	
				15	P(X = 15)	0.014785767			0.000142288				0.129410292	
				16	P(X = 16)	0.004620552			2.22325E-05				0.202203581	
				17	P(X = 17)	0.001087189			2.61559E-06				0.237886566	
				18	P(X = 18)	0.000181198			2.17966E-07				0.198238805	
				19	P(X = 19)	1.90735E-05			1.14719E-08				0.104336213	
				20	P(X = 20)	9.53674E-07			2.86797E-10				0.026084053	
##### Sheet/List 2 #####
Bernoulliho pst		N =	10		
					
				Pst	
Počet úspěchů				p = 	0.5
0		P(X = 0)		0.000976563	
1		P(X = 1)		0.009765625	
2		P(X = 2)		0.043945313	
3		P(X = 3)		0.1171875	
4		P(X = 4)		0.205078125	
5		P(X = 5)		0.24609375	
6		P(X = 6)		0.205078125	
7		P(X = 7)		0.1171875	
8		P(X = 8)		0.043945313	
9		P(X = 9)		0.009765625	
10		P(X = 10)		0.000976563