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Консультация № 178205
04.05.2010, 21:16
0.00 руб.
13.05.2010, 16:56
0
2
0
Уважаемые эксперты, помогите пожалуйста решить следующие воросы (нуждаюсь в срочном ответе):
Теорема Муавра-Лапласа
1. Случайная величина х имеет биноминальное распределение с параметрами к и р. Найти вероятности P(a<x<b); P(x®c); P(s<f(x)<t)
k=225
p=0.6
a=126
b=150
®c= >140
s=5.1
t=5.4
f(x)=корень 3 степени из x
2. В n испытаниях событие А наблюдалось k раз. Найти точечную оценку вероятности р появления события А при одном испытании. Построить доверительные интервалы для р при доверительных вероятностях Рд (0,8;0,9;0,95)
n=256
k=98
Теорема Муавра-Лапласа
1. Случайная величина х имеет биноминальное распределение с параметрами к и р. Найти вероятности P(a<x<b); P(x®c); P(s<f(x)<t)
k=225
p=0.6
a=126
b=150
®c= >140
s=5.1
t=5.4
f(x)=корень 3 степени из x
2. В n испытаниях событие А наблюдалось k раз. Найти точечную оценку вероятности р появления события А при одном испытании. Построить доверительные интервалы для р при доверительных вероятностях Рд (0,8;0,9;0,95)
n=256
k=98
Обсуждение
Форма ответа
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