Diferencia entre revisiones de «Comando Binomial»

De GeoGebra Manual
Saltar a: navegación, buscar
m (1 revisión)
Línea 1: Línea 1:
 
<noinclude>{{Manual Page|version=4.0}}</noinclude>{{command|probability|Binomial}}
 
<noinclude>{{Manual Page|version=4.0}}</noinclude>{{command|probability|Binomial}}
 
;Binomial[ <Número de Éxitos>, <Probabilidad de Éxito> ]
 
;Binomial[ <Número de Éxitos>, <Probabilidad de Éxito> ]
:{{translate|Binomial Command}}
+
----
;Binomial[ <Número de Éxitos>, <Probabilidad de Éxito>,  <Acumlada Booleana> ]
+
:The '''Binomial Distribution''' is the discrete probability distribution of the number of successes that occur in a sequence of independent Bernoulli trials with fixed probability of success. A Bernoulli trial is a random action with two possible outcomes, success or failure. For more information see this [http://en.wikipedia.org/wiki/Binomial_distribution  Wikipedia article].
 +
:''Parameters:''
 +
::''Number of Trials'' = number of independent Bernoulli trials
 +
::''Probability of Success'' = probability of success in one trial 
 +
----
 +
 
 +
 
 +
;Binomial[ <Number of Trials>, <Probability of Success> ]:
 +
:: Returns a bar graph of a BInomial distribution.
 +
 
 +
;Binomial[ <Number of Trials>, <Probability of Success>, <Boolean Cumulative> ]:
 +
:: Returns a bar graph of a BInomial distribution when ''Cumulative'' = false
 +
:: Returns a bar graph of a cumulative BInomial distribution when ''Cumulative'' = true
 +
 
 +
;Binomial[ <Number of Trials>, <Probability of Success>, <Number of Successes>, <Boolean Cumulative> ]:
 +
:: Returns P(X = ''Number of Successes'') when ''Cumulative'' = false 
 +
:: Returns P( X ≤ ''Number of Successes'') when ''Cumulative'' = true
 +
:: X is a Binomial random variable
 +
 
 +
''CAS Specific Command''
 +
;Binomial[ <Number of Trials>, <Probability of Success>, x, <Boolean Cumulative> ]:
 +
:: Returns P(x = ''Number of Successes'') for ''Cumulative'' = false 
 +
:: Returns P(x <= ''Number of Successes'') for ''Cumulative'' = true
 +
:: x is a Binomial random variable;Binomial[ <Número de Éxitos>, <Probabilidad de Éxito>,  <Acumlada Booleana> ]
 
:{{translate|Binomial Command}}
 
:{{translate|Binomial Command}}
 
;Binomial[ <Número de Éxitos>, <Probabilidad de Éxito>,  <Valor de Variable>, <Acumlada Booleana> ]
 
;Binomial[ <Número de Éxitos>, <Probabilidad de Éxito>,  <Valor de Variable>, <Acumlada Booleana> ]
 
:{{translate|Binomial Command}}
 
:{{translate|Binomial Command}}

Revisión del 17:37 10 jun 2011


Binomial[ <Número de Éxitos>, <Probabilidad de Éxito> ]

The Binomial Distribution is the discrete probability distribution of the number of successes that occur in a sequence of independent Bernoulli trials with fixed probability of success. A Bernoulli trial is a random action with two possible outcomes, success or failure. For more information see this Wikipedia article.
Parameters:
Number of Trials = number of independent Bernoulli trials
Probability of Success = probability of success in one trial


Binomial[ <Number of Trials>, <Probability of Success> ]
Returns a bar graph of a BInomial distribution.
Binomial[ <Number of Trials>, <Probability of Success>, <Boolean Cumulative> ]
Returns a bar graph of a BInomial distribution when Cumulative = false
Returns a bar graph of a cumulative BInomial distribution when Cumulative = true
Binomial[ <Number of Trials>, <Probability of Success>, <Number of Successes>, <Boolean Cumulative> ]
Returns P(X = Number of Successes) when Cumulative = false
Returns P( X ≤ Number of Successes) when Cumulative = true
X is a Binomial random variable

CAS Specific Command

Binomial[ <Number of Trials>, <Probability of Success>, x, <Boolean Cumulative> ]
Returns P(x = Number of Successes) for Cumulative = false
Returns P(x <= Number of Successes) for Cumulative = true
x is a Binomial random variable;Binomial[ <Número de Éxitos>, <Probabilidad de Éxito>, <Acumlada Booleana> ]
Some content was not yet translated. Please edit the page if you have the rights to do so.
Binomial[ <Número de Éxitos>, <Probabilidad de Éxito>, <Valor de Variable>, <Acumlada Booleana> ]
Some content was not yet translated. Please edit the page if you have the rights to do so.
© 2024 International GeoGebra Institute