IV. ВЫЧИСЛЕНИЕ ДОВЕРИТЕЛЬНОГО ИНТЕРВАЛА ДЛЯ ОЦЕНКИ МАТЕМАТИЧЕСКОГО ОЖИДАНИЯ Доверительный интервал для оценки математического ожидания имеет вид
![](data:image/png;base64,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)
По доверительной вероятности и объему выборки n находим по таблице (например, Гмурман Е.В. «Руководство к решению задач по теории вероятности и математической статистике», приложение 3) для ближайшего значения ![](data:image/png;base64,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)
![](data:image/png;base64,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)
Вычисляем точность оценки
![](data:image/png;base64,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)
Итак, получим искомый доверительный интервал, покрывающий неизвестное математическое ожидание с заданной надежностью , т.е. интервал:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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) Таблица 1 № инт.
| Границы интервалов
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![](data:image/png;base64,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)
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| 1
| 2
| 3
| 4
| 5
| 6
| 7
| 8
| 9
| 1
| 1,35–1,52
| 17
| 0,213
| 0,213
| 1,435
| 24,395
| 0,2028
| 3,4471
| 2
| 1,52–1,69
| 15
| 0,187
| 0,4
| 1,605
| 24,075
| 8,4728
| 127,0913
| 3
| 1,69–1,86
| 11
| 0,138
| 0,538
| 1,775
| 19,525
| 7,5120
| 82,6318
| 4
| 1,86–2,03
| 10
| 0,125
| 0,663
| 1,945
| 19,45
| 6,6090
| 66,0901
| 5
| 2,03–2,20
| 9
| 0,113
| 0,776
| 2,115
| 19,035
| 5,7638
| 51,8746
| 6
| 2,20–2,37
| 6
| 0,075
| 0,851
| 2,285
| 13,71
| 4,9765
| 29,8588
| 7
| 2,37–2,54
| 7
| 0,087
| 0,938
| 2,455
| 17,185
| 4,2469
| 29,7283
| 8
| 2,54–2,71
| 4
| 0,05
| 0,988
| 2,625
| 10,5
| 3,5751
| 14,3005
| 9
| 2,71–2,88
| 0
| 0
| 0,988
| 2,795
| 0
| 2,9612
| 0,0000
| 10
| 2,88–3,019
| 1
| 0,012
| 1
| 2,949
| 2,949
| 2,4549
| 2,4549
|
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAOCAIAAAB7HQGFAAAA40lEQVR4nGP5//8/AxGABULNmDEjKysLTe7AgQN2dnYo6lJTUydPnmxoaLhkyRIg9+3bt42NjZ8/f0Y3j5mZubu728fHB6jB3t5eWFi4vr7+0qVL6OqAwMvLy9nZGWj7hQsXWFlZgUodHR2xqAOCnp4eIyOj2bNnY7oVRZ2+vj7QUqDBOP0LAbNmzUpLS1NQUMCn7vr16xcvXpw6dSpc5M6dO7y8vOLi4gh1P378yM3N7ejouHnzJoQLVDR//vxNmzahmFdaWrpv3z4zMzNku2JjY5mYmFDUTQYDTGdh9wcV1AEAL/JT2d9ZwDgAAAAASUVORK5CYII=)
| 80
| 1
|
|
| 150,824
|
| 407,4774
| |