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Консультация № 160221
11.02.2009, 19:20
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1
Здравствуйте помогите решить задачи,пожалуйста.
1 Привести пример случайной величины имеющей математическое ожидание, но не имеющей дисперсии
2 Доказать, что сумма двух независимых нормальных случайных величин – нормальная случайная величина
3 У ковбоя имеется k пистолетов, в каждом из которых по l патронов. Он выхватывает произвольный пистолет, стреляет один раз и возвращает его на место. Стрельба продолжается до тех пор, пока в одном из пистолетов не кончатся патроны. Найти вероятность того, что во всех остальных пистолетах останется по одному патрону.
заранее спасибо
1 Привести пример случайной величины имеющей математическое ожидание, но не имеющей дисперсии
2 Доказать, что сумма двух независимых нормальных случайных величин – нормальная случайная величина
3 У ковбоя имеется k пистолетов, в каждом из которых по l патронов. Он выхватывает произвольный пистолет, стреляет один раз и возвращает его на место. Стрельба продолжается до тех пор, пока в одном из пистолетов не кончатся патроны. Найти вероятность того, что во всех остальных пистолетах останется по одному патрону.
заранее спасибо
Обсуждение
Неизвестный
13.02.2009, 15:26
общий
это ответ
Здравствуйте, Medet!
К сожалению, есть ответ только на первый ваш вопрос
Здесь (http://www.exponenta.ru/EDUCAT/class/courses/tv/theme9/theory.asp) приводится теоретическая справка, из которой следует, что требуемыми характеристика обладает распределение Парето при r=2.
К сожалению, есть ответ только на первый ваш вопрос
Здесь (http://www.exponenta.ru/EDUCAT/class/courses/tv/theme9/theory.asp) приводится теоретическая справка, из которой следует, что требуемыми характеристика обладает распределение Парето при r=2.
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