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Консультация № 201957
20.12.2021, 15:22
0.00 руб.
21.12.2021, 11:32
0
1
0
Здравствуйте! У меня возникли сложности с таким вопросом:
Из генеральной совокупности извлечена выборка, которая представлена в виде
интервального вариационного ряда. а) Предполагая, что генеральная совокупность имеет
нормальное распределение, построить доверительный интервал для математического
ожидания с доверительной вероятностью ?=0,95. б) Вычислить коэффициенты асимметрии и
эксцесса, используя упрощенный метод вычислений, и сделать соответствующие
предположения о виде функции распределения генеральной совокупности. в) Используя
критерий Пирсона, проверить гипотезу о нормальности распределения генеральной
совокупности при уровне значимости ?=0,05
Из генеральной совокупности извлечена выборка, которая представлена в виде
интервального вариационного ряда. а) Предполагая, что генеральная совокупность имеет
нормальное распределение, построить доверительный интервал для математического
ожидания с доверительной вероятностью ?=0,95. б) Вычислить коэффициенты асимметрии и
эксцесса, используя упрощенный метод вычислений, и сделать соответствующие
предположения о виде функции распределения генеральной совокупности. в) Используя
критерий Пирсона, проверить гипотезу о нормальности распределения генеральной
совокупности при уровне значимости ?=0,05
Обсуждение
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