What is the mean age at marriage for philippine men in 1980


Sociology 674 - Elementary Demographic Techniques Test 2-

1) Answer the following four questions about reproduction rates (20 points).

a. Provide a brief interpretation of the Gross Reproduction Rate.

b. Does a GRR of 1.0 correspond to replacement level fertility? Why or why not?

c. Under what circumstances would the Gross Reproduction Rate be equal to the Net Reproduction Rate?

d. Consider two countries with identical Net Reproduction Rates. The mean age of childbearing is 21.5 in Country X and 26.4 in Country Y. Which country's population has a higher growth rate? Why?

2) The following information is for men in the Philippines in 1980. Answer the three questions below.

Age group

Number of marriages

Percent never married

15-19

36,000

91

20-24

149,000

54

25-29

103,000

24

30-34

33,000

12

35-39

12,000

8

40-45

6,900

6

45-49

3,800

5

50-54

 

5

Total

343,700

 

a. What is the mean age at marriage for Philippine men in 1980? 

b. What is the median age at marriage?

c. What is the singulate mean age at marriage?

3) Use this 1985 life table for women in Ireland to answer the five questions below.

1985 life table for women in Ireland

qx

dx

lx

Lx

Tx

ex

0

0.0079

790

100,000

99,337

7,649,387

76.49

1-5

0.0017

167

99,210

396,440

7,550,050

76.10

5-10

0.0008

78

99,043

495,020

7,153,610

72.23

10-15

0.0009

90

98,965

494,601

6,658,590

67.28

15-20

0.0013

128

98,875

494,056

6,163,989

62.34

20-25

0.0018

174

98,747

493,300

5,669,933

57.42

25-30

0.0014

134

98,573

492,530

5,176,633

52.52

30-35

0.0032

316

98,439

491,405

4,684,103

47.58

35-40

0.0042

409

98,123

489,592

4,192,698

42.73

40-45

0.0076

744

97,714

486,708

3,703,106

37.90

45-50

0.0117

1,131

96,970

482,020

3,216,398

33.17

50-55

0.0214

2,047

95,838

474,076

2,734,378

28.53

55-60

0.0366

3,437

93,792

460,367

2,260,302

24.10

60-65

0.0629

5,684

90,355

437,564

1,799,935

19.92

65-70

0.0943

7,980

84,671

403,403

1,362,371

16.09

70-75

0.1622

12,442

76,690

352,347

958,968

12.50

75-80

0.2494

16,021

64,248

281,190

606,621

9.44

80-85

0.4143

19,981

48,228

191,186

325,431

6.75

85+

1.0000

28,247

28,247

134,245

134,245

4.75

a. What is life expectancy at birth?

b. For a woman who survives until age 55, how many more years can she expect to live?

c. What is the probability of dying between exact age 20 and exact age 50?

d. What is the probability of surviving from exact age 60 to exact age 80?

e. If these death rates (probabilities) were to continue indefinitely and if 100,000 baby girls were born in Ireland every year for the foreseeable future, what would the total female population of Ireland be in 100 years?

f. In the scenario described in (e), how many women would there be between exact ages 20 and 25?

4) Based on the following hypothetical data, answer the four questions below.

 

Country 1

Country 2

Age

# women at mid-year

# births

ASFR
(per 1,000)

# women at mid-year

# births

ASFR
(per 1,000)

15-19

2,000

100

50.00

3,200

128

40.00

20-24

2,200

400

181.82

3,000

480

160.00

25-29

2,500

350

140.00

3,000

345

115.00

30-34

2,700

200

74.07

2,900

189

65.00

35-39

3,000

100

33.33

2,700

68

25.00

40-45

3,500

50

14.29

2,500

38

15.00

45-49

3,700

25

6.76

2,300

12

5.00

Total

19,600

1,225

 

19,600

1,260

 

a. What is the General Fertility Rate for each country?

b. Why is the GFR for country 2 greater than that of country 1?

c. What is the Total Fertility Rate for each country?

d. Which country has higher fertility?

5. A mysterious disease affects some children born to an indigenous tribe living in a tropical rain forest. Among children born with this disease, 70% die in the first year of life. Among those who survive the first year of life 60% die before reaching age two. 50% of survivors to age 2 die before age 3 and 50% of survivors to age 3 die before age 4. No child born with this disease has ever reached his/her fifth birthday. Based on this information, answer the following questions:

a. What is the average life expectancy of a child born with this disease?

b. How long can a child with this disease expect to live if he/she survives the first year of life?

c. Assume that the population of this indigenous tribe is stationary. If 100 children are born with this disease every year, how many children are there in the population suffering from this disease in any given year?

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