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 Средняя гармоническая простая. Показатели вариации
Лекция 5

Лекция 5

 

№ фирмы

 

1

2

3

4

5

Средняя зарплата одного  чел., у.е.

200

210

320

440

500

1

Число сотр., чел.

80

65

20

16

13

2

 

20

20

20

20

20

3

Фонд зароботной платы, в у.е.

10000

6300

2160

6600

7500

4

Структура фонда зарплаты, в %

15

32

18

15

20

 

Средняя гармоническая простая

            П + П          1+1

            П + П    =   1 +1    =  __П___                 П – путь

            60   80        60 80        ∑м/х

Свойства средней величины:

1)      Сумма отклонений всех вариантов равна нулю.

2)      Если мы все варианты уменьшим (ил увеличим) на одну и тоже величину, то средняя изменится (увеличится) на туже величину.

3)      Если все варианты уменьшить (увеличить) в ... раз, то уменьшится (увеличится) в ... раз.

4)      Если вес частоты (f) разделить на одно и тоже число, то средняя не изменится.

 

Анализ интервальных рядов распределения.

Имеется информация о распределении жителей города Н по душевому доходу.

            Для расчета среднего значения преобразуем интервальный ряд распределения в дискретный (найдем середину) интервала.

_

Х = ∑x*f/∑f = 14240/100 = 142,4

 

Доход на душу населения

Число жителей в % к итогу

 

Х

 

X*F

       _

X  - X

     _

(X  - X)2

  _

(X  - X)2 *f

До 100

2

90

180

- 52,4

2745,76

5491,52

100-120

10

110

1100

- 32,4

1049,76

10497,62

120-140

32

130

4160

- 12,4

153,76

4920,32

140-160

36

150

5400

7,6

57,76

2079, 36

Св. 160

20

170

3400

27,6

761,76

15235,2

Итого

100

 

 

 

 

38224

  

Показатели вариации (неоднородность)

(R, đ, σ)

            Для оценки неоднородности существует абсолютные показатели вариации. Они имеют туже размерность, что и Х-ы.

 

1) R – размах вариации

R = XmaxXmin

2) đ – среднее линейное отклонение

                   _

đ = ∑ |X - X|/n

 

                   _

đ = ∑ |X - X|*f/f     если среднюю считаем по взвешенной

 

3) σ – среднее квадратическое отклонение.

Для его расчета сначала необходимо рассчитать σ2.

 

                      _

σ2 ∑ (X X)2/n       средняя арифметическая простая.

                      _

σ2 ∑ (X X)2f/f     среднюю считаем по взвешенной.

           ___

σ ═ σ

 

  В среднем размер дохода каждого отличается от общесреднего на σ.

 

Коэффициент осциляции:

            _

КR = R/X*100

            _

Kđ = đ/X*100

 

Коэффициент вариации:

            _

V = σ/X*100

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