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Alumna:
Maryelis Torres
24.942.960
M-742
PROBABILIDAD
Universidad Fermín Toro
Vicerrectorado Académico
Escuela de Comunicación Social
Introducció
n
La probabilidad sirve para dar certeza de algo, con base a eventos aleatorios previos, aunque
no es algo que tenga que pasar si se tiene una idea si va a pasar o no pasará, por ejemplo: si
un estudiante pierde el primer parcial, pierde el segundo y gana el tercero, la probabilidad de
que gane el examen final es baja.
Probabilidad
La probabilidad, por lo tanto, puede definirse como la razón
entre la cantidad de casos prósperos y la cantidad de cuestiones
posibles. La matemática, la física y la estadística son algunas
de las áreas que permiten arribar a conclusiones respecto a la
probabilidad de eventos potenciales.
Es posible ajustar de la manera más
exacta posible los imponderables
debidos al azar en los más variados
campos tanto de la ciencia como de
la vida cotidiana.
Importancia
Se divide en 2 factores
El azar: es
una
casualidad
presente
en diversos
fenómenos Destino: un
poder
sobrenatural
Conclusión
La probabilidad constituye un importante parámetro en la determinación de las
diversas casualidades obtenidas tras una serie de eventos esperados dentro de un
rango estadístico.
En CONCLUSIÓN, la probabilidad está en todo, desde que sales de tu casa, la
probabilidad de que te asalten, de que tengas novia, etc. se aplica a todo
Suceso compuesto: es un subconjunto de sucesos elementales.
Ejemplo: lanzamos un dado y queremos que salga un número par. El suceso
"numero par" es un suceso compuesto, integrado por 3 sucesos elementales: el 2,
el 4 y el 6
O, por ejemplo, jugamos a la ruleta y queremos que salga "menor o igual que 18".
Este es un suceso compuesto formado por 18 sucesos elementales (todos los
números que van del 1 al 18).
Ejemplo
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Probabilidad. maryelis torres

  • 1. Alumna: Maryelis Torres 24.942.960 M-742 PROBABILIDAD Universidad Fermín Toro Vicerrectorado Académico Escuela de Comunicación Social
  • 2. Introducció n La probabilidad sirve para dar certeza de algo, con base a eventos aleatorios previos, aunque no es algo que tenga que pasar si se tiene una idea si va a pasar o no pasará, por ejemplo: si un estudiante pierde el primer parcial, pierde el segundo y gana el tercero, la probabilidad de que gane el examen final es baja.
  • 3. Probabilidad La probabilidad, por lo tanto, puede definirse como la razón entre la cantidad de casos prósperos y la cantidad de cuestiones posibles. La matemática, la física y la estadística son algunas de las áreas que permiten arribar a conclusiones respecto a la probabilidad de eventos potenciales. Es posible ajustar de la manera más exacta posible los imponderables debidos al azar en los más variados campos tanto de la ciencia como de la vida cotidiana. Importancia Se divide en 2 factores El azar: es una casualidad presente en diversos fenómenos Destino: un poder sobrenatural
  • 4. Conclusión La probabilidad constituye un importante parámetro en la determinación de las diversas casualidades obtenidas tras una serie de eventos esperados dentro de un rango estadístico. En CONCLUSIÓN, la probabilidad está en todo, desde que sales de tu casa, la probabilidad de que te asalten, de que tengas novia, etc. se aplica a todo
  • 5. Suceso compuesto: es un subconjunto de sucesos elementales. Ejemplo: lanzamos un dado y queremos que salga un número par. El suceso "numero par" es un suceso compuesto, integrado por 3 sucesos elementales: el 2, el 4 y el 6 O, por ejemplo, jugamos a la ruleta y queremos que salga "menor o igual que 18". Este es un suceso compuesto formado por 18 sucesos elementales (todos los números que van del 1 al 18). Ejemplo