LCE 201630020088 Olga Esperanza Garcia Corea Mod9 Tarea1

June 26, 2019 | Author: Evelyne Rodriguez | Category: Random Variable, Randomness, Probability, Variance, Probability Distribution
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TEORIA DE LA PROBABILIDAD...

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UNIVERSIDAD UNIVERSIDAD TECNOLOGICA TECNOLOGICA DE HONDURA CAMPUS LA CEIBA

ASIGNATURA

:

ESTADISTICA

CATEDRÁTICO

:

DR. HECTOR A. CASTILLO CRUZ

CUENTA

:

201630020088

ALUMNA

:

OLGA ESPERANZA GARCIA COREA

TRABAJO

:

TEORIA DE LA PROBABILIDAD, MODULO 

LA CEIBA ATLÁNTIDA, 0! DE DICIEMBRE DE 201" 201"

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TEORIA DE LA PROABILIDAD

INDICE

PORTADA................................................................................................................................................1 INDICE....................................................................................................................................................2 INTRODUCCION......................................................................................................................................3 PROBABILIDA.....................................................................................................................................!#12 CONCLUSION........................................................................................................................................13 BIOGRA$IA................ BIOGRA$IA.......................... .................... .................... .................... .................... .................... .................... .................... .................... ...........................................1! .................................1!

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TEORIA DE LA PROABILIDAD

INTRODUCCION

Una probabilidad es el Listado de todos los resultados de un experimento y la probabilidad asociada con cada resultado. En cualuier experimento aleatorio! los resultados se presentan al a"ar# as$! a %ste se le denomina &ariable aleatoria. Por e'emplo! lan"ar un dado cons(tuye un experimento) puede ocurrir cualuiera de los seis posibles resultados. Al*unos experimentos dan ori*en a resultados de $ndole cuan(ta(&a +como d,lares! peso o n-mero de nios/# otros dan ori*en a resultados de naturale"a cualita(&a +como el color o la a0liaci,n reli*iosa/. 1ariable aleatoria ue adopta s,lo &alores claramente claramente separados. Por l,*ica! si or*ani"a or*ani"a un con'unto de posibles &alores de una &ariable aleatoria en una distribuci,n de probabilidad! el resultado es una distribuci,n de probabilidad

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TEORIA DE LA PROABILIDAD

DESARROLLO DE LA TAREA

3. calcule calcule la media media y la &arian"a &arian"a de la si*uient si*uiente e distribuci, distribuci,n n de probabili probabilidad dad discret discreta. a.

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2. Las tres tablas tablas si*uientes si*uientes muestran muestran &ariabl &ariables es aleatorias aleatorias y sus probabili probabilidades dades.. 4in embar*o! embar*o! s,lo una cons(tuye en realidad una distribuci,n de probabilidad. a. 56u7l de ellas es8 a/9

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TEORIA DE LA PROABILIDAD

c/9

%

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b. 6on la distribuci,n de probabilidad correcta! calcule la probabilidad de ue x sea) 3/ Exactamente 3ayor ue
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