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Консультация № 197042
11.11.2019, 14:33
0.00 руб.
12.11.2019, 06:07
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Здравствуйте, уважаемые эксперты! Прошу вас ответить на следующий вопрос:
Теория вероятности
Теория вероятности
Обсуждение
11.11.2019, 22:28
общий
Адресаты:
Здравствуйте!
К сожалению, при редактировании вопроса был потерян приложенный файл.
Не могли бы Вы повторно загрузить этот файл, например, приложив его к сообщению в мини-форуме?
К сожалению, при редактировании вопроса был потерян приложенный файл.
Не могли бы Вы повторно загрузить этот файл, например, приложив его к сообщению в мини-форуме?
16.11.2019, 06:08
общий
это ответ
Здравствуйте, qwerty1984mix!
1. Если дискретная случайная величина X принимает значения x[sub]1[/sub], x[sub]2[/sub],... x[sub]n[/sub] с вероятностью p[sub]1[/sub], p[sub]2[/sub],... p[sub]n[/sub] соответственно, то её основные моменты определяются по формулам:
В данном случае имеем x[sub]1[/sub] = 4, p[sub]1[/sub] = 2/7, x[sub]2[/sub] = 7, p[sub]2[/sub] = 1/3, x[sub]3[/sub] = 11, p[sub]3[/sub] = 8/21. Тогда
- математическое ожидание и
- дисперсия.
2. Для дискретной случайной величины X с функцией распределения F[sub]X[/sub](x) вероятности определяются выражением
В данном случае имеем x[sub]1[/sub] = -5, x[sub]2[/sub] = 3, x[sub]3[/sub] = 6 и соответствующие вероятности будут равны
1. Если дискретная случайная величина X принимает значения x[sub]1[/sub], x[sub]2[/sub],... x[sub]n[/sub] с вероятностью p[sub]1[/sub], p[sub]2[/sub],... p[sub]n[/sub] соответственно, то её основные моменты определяются по формулам:
В данном случае имеем x[sub]1[/sub] = 4, p[sub]1[/sub] = 2/7, x[sub]2[/sub] = 7, p[sub]2[/sub] = 1/3, x[sub]3[/sub] = 11, p[sub]3[/sub] = 8/21. Тогда
- математическое ожидание и
- дисперсия.
2. Для дискретной случайной величины X с функцией распределения F[sub]X[/sub](x) вероятности определяются выражением
В данном случае имеем x[sub]1[/sub] = -5, x[sub]2[/sub] = 3, x[sub]3[/sub] = 6 и соответствующие вероятности будут равны
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