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Консультация № 189897
17.10.2016, 11:19
0.00 руб.
17.10.2016, 11:57
0
8
1
Здравствуйте, уважаемые эксперты! Прошу вас ответить на следующий вопрос:
Случайная величина X равномерно распадается на участке [-12; 0]. Построить график плотности вероятности случайной величины X,определить значение плотности вероятности случайной величины на участке [-12; 0], найти математическое ожидание, дисперсию и среднее квадратическое отклонение случайной величины Х, вероятность попадания в интервал [-4; 0].
Случайная величина X равномерно распадается на участке [-12; 0]. Построить график плотности вероятности случайной величины X,определить значение плотности вероятности случайной величины на участке [-12; 0], найти математическое ожидание, дисперсию и среднее квадратическое отклонение случайной величины Х, вероятность попадания в интервал [-4; 0].
Обсуждение
17.10.2016, 11:57
общий
Обратите, пожалуйста, внимание на эту консультацию, перенесённую из другого раздела.
Об авторе:
Facta loquuntur.
Facta loquuntur.
20.10.2016, 22:18
общий
Адресаты:
alenchik2545 Случайная величина X равномерно распадается на участке [-12; 0].
Что это значит?
Об авторе:
Facta loquuntur.
Facta loquuntur.
21.10.2016, 08:22
общий
Адресаты:
Я даже и сама не знаю..так указано в задании! Если честно, никогда в жизни с такими задачками не сталкивалась..в школе,в колледже везде изучала высшую математику,но даже похожего ничего никогда не решали! А вот в университете столкнулась..это задания по прикладной математике..потихоньку пытаюсь сама разобраться в этих вопросах.. Словами не передать, как я Вам благодарна за помощь!! Так доступно всё объясняете..Без Вашей помощи я бы не справилась!
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21.10.2016, 10:47
общий
это ответ
Здравствуйте, alenchik2545!
В соответствии с известными из теоретического курса формулами получим при
- плотность вероятности
График плотности вероятности прост и в пояснениях не нуждается. Вы его построите самостоятельно;
- функция распределения
- математическое ожидание
- дисперсия
- среднее квадратическое отклонение
- вероятность попадания в интервал
В соответствии с известными из теоретического курса формулами получим при
- плотность вероятности
График плотности вероятности прост и в пояснениях не нуждается. Вы его построите самостоятельно;
- функция распределения
- математическое ожидание
- дисперсия
- среднее квадратическое отклонение
- вероятность попадания в интервал
Об авторе:
Facta loquuntur.
Facta loquuntur.
21.10.2016, 11:02
общий
Адресаты:
Не знаю, в чём проблема, но я не могу исправить ошибку в ответе. Должно быть
Об авторе:
Facta loquuntur.
Facta loquuntur.
21.10.2016, 13:19
общий
Адресаты:
У меня вопрос по поводу знаков в функции распределения..Я формулу функции распределения нашла...по формуле получится F(х) = 0, при х<-12, а F(х) = х+12/12, при -12 ≤ х ≤ 0 ? и вероятность..при сокращении 1/3 же получится..
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Я допустил арифметическую ошибку в расчёте.
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