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Информационно-консультационный центр для студентов

Готовые работыЮридические дисциплины

1. Договор по смешанному страхованию жизни предусматривает страховую ответственность в случаях. ожития застрахованного до окончания срока страхования. Наступление смерти застрахованного. Используя приведенный ниже фрагмент таблицы смертности населения, в соответствии с исходными данными своего варианта определите. Единовременную нетто-ставку на дожитие. Единовременную нетто-ставку на случай смерти. Единовременную нетто-ставку по смешанному страхованию жизни. 2. Две страховые компании «Риск» и «Защита» осуществляют страхование автотранспорта граждан. Имеются данные о суммах страхового возмещ

2015

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509-03-15




Соглашение

* Готовая работа (дипломная, контрольная, курсовая, реферат, отчет по практике) – это выполненная ранее на заказ для другого студента и успешно защищенная работа. Как правило, в нее внесены все необходимые коррективы.
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Цена: 500 р.


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Содержание

Вариант 10.

Только практическая часть контрольной работы:

Практическая часть

Задача 1.

Договор по смешанному страхованию жизни предусматривает страховую ответственность в случаях:

·        Дожития застрахованного до окончания срока страхования;

·        Наступление смерти застрахованного.

Используя приведенный ниже фрагмент таблицы смертности населения, в соответствии с исходными данными своего варианта определите:

·        Единовременную нетто-ставку на дожитие

·        Единовременную нетто-ставку на случай смерти

·        Единовременную нетто-ставку по смешанному страхованию жизни

 


вар.

Возраст застрахованного

Срок страхования

Норма доходности, %

1

31

4

15

2

31

6

10

3

34

4

15

4

34

6

10

5

51

4

15

6

51

6

10

7

54

4

15

8

54

6

10

9

56

4

10

10

56

4

15

 

 

 

Фрагмент таблицы смертности населения.

Возраст,
х лет

Число доживающих
до возраста х лет

Число умерших
в возрасте х лет

Вероятность умереть
в возрасте х лет-

Вероятность дожить до следующего х+1 года

0

100000

2786

0,02786

0,97214

1

97214

336

0,00346

0,99654

-

-

-

-

-

30

92218

389

0,00422

0,99578

31

91829

414

0,00451

0,99549

32

91415

433

0,00474

0,99526

33

90982

455

0,00500

0,995

34

90527

478

0,00528

0,99472

35

90049

492

0,00546

0,99454

36

89557

519

0,00580

0,9942

37

89038

547

0,00614

0,99386

38

88491

577

0,00652

0,99348

39

87914

609

0,00693

0,99307

40

87305

645

0,00739

0,99261

-

-

-

-

-

50

80802

1132

0,01401

0,98599

51

79670

1223

0,01535

0,98465

52

78447

1319

0,01681

0,98319

53

77128

1420

0,01841

0,98159

54

75708

1528

0,02018

0,97982

55

74180

1643

0,02215

0,97785

56

72537

1766

0,02435

0,97565

57

70770

1898

0,02682

0,97318

58

68872

2039

0,02961

0,97039

59

66833

2280

0,03411

0,96589

60

64553

2391

0,03704

0,96296

-

-

-

-

-

Задача 2.

Две страховые компании «Риск» и «Защита» осуществляют страхование автотранспорта граждан. Имеются данные о суммах страхового возмещения по страховым случаям и страховым суммам застрахованных автомобилей за пять лет.

годы

Сумма выплаченного страхового возмещения, млн.руб.

Страховая сумма застрахованных объектов, млн.руб.

 

«Риск»

«Защита»

«Риск»

«Защита»

1

2,09

0,91

13,86

7,08

2

2,03

2,42

14,03

19,35

3

2,61

2,02

20,09

17,14

4

7,72

2,77

52,18

21,15

5

11,61

3,50

77,40

29,13

Необходимо оценить уровень убыточности данного вида страхования и рассчитать размер страхового тарифа на перспективу.

Для выполнения задания необходимо:

1.        Рассчитать уровень убыточности страхования автотранспорта за каждый год и средний уровень убыточности как основу нетто-ставки.

2.        Оценить устойчивость динамического ряда, рассчитав коэффициент вариации уровня убыточности. Ряд  считается устойчивым, если полученный коэффициент вариации меньше 10%.

3.        Определить величину рисковой надбавки:

·        Для устойчивого динамического ряда в размере однократного среднего квадратического отклонения;

·        Для неустойчивого динамического в размере двукратного среднего квадратического отклонения.

4.        Определить величину нетто-ставки.

5.        Исходя из удельного веса нагрузки в брутто-ставке определить размер страхового тарифа.

Исходные данные по вариантам, %


вар.

компания

Удельный вес элементов нагрузки в брутто-ставке

Расходы на ведение дела

Расходы на превентивные мероприятия

прибыль

1

«Риск»

16

4

10

2

«Защита»

15

1

2

3

«Риск»

15

2

3

4

«Защита»

10

0

5

5

«Риск»

15

3

7

6

«Защита»

16

4

10

7

«Риск»

15

1

2

8

«Защита»

15

2

3

9

«Риск»

10

0

5

10

«Защита»

15

3

7

 

 



Фрагмент работы

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



Цена: 500 р.


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