Question

What is the average of Rural Males Population in millions ?

• A. 36.1
• B. 39.7
• C. 37.9
• D. 30.3
• A. Urban males 5-9
• B. Rural males 5-9
• C. Urban females 5-9
• D. Rural females 10-14
• A. 40.8
• B. 31.5
• C. 30.5
• D. 31.13
• A. 16
• B. 18
• C. 15.33
• D. None of these
• A. 17
• B. 18
• C. 19
• D. 16
• A. 20.06
• B. 21.56
• C. 22.36
• D. None of these
• A. Rural females 10-14
• B. Rural males 5-9
• C. Rural females 5-9
• D. Urban males 10-14
• A. Rural males 10-14
• B. Rural females 10-14
• C. Urban females 10-14
• D. Urban males 10-14
• A. 68.87
• B. 69.87
• C. 67.9
• D. 68.80
• A. 50.20
• B. 44.20
• C. 45.20
• D. 46.20

Answer 1

The Correct Option is C

Population of Rural males (in millions) of age group (5-9) = 39.7

Population of Rural males (in millions) of age group (10-14) = 36.1

The average of Rural Males Population in millions = \(\frac{\text{Total Rural Males}}{2}\)

= \(\frac{36.1 + 39.7}{2}\)

= 37.9

The correct option is (C): 37.9

Answer 2

The Percentage of children in school in category = \(\frac{\text{In school}}{\text{Total Population}} \times 100\)

Urban males (5-9) = \(\frac{84.1}{100} \times 11.3\) = 84.1%

Rural males (5-9) = \(\frac{67.2}{100} \times 69.7\) = 67.2%

Urban females (5-9) = \(\frac{80.1}{100} \times 10.2\) = 80.1%

Rural females (10-14) = \(\frac{55.7}{100} \times 30.3\) = 55.7%

The minimum is Rural females of age group (10-14)

The correct option is (D):Rural females 10-14

Answer 3

From the table, Total number of children (in millions) not in school = 57.79

Percentage = \(\frac{\text{Children not in school}}{\text{Total population}} \times 100\)

= \(\frac{57.79}{185.5} \times 100\)

≈ 31.13%

The correct option is (D): 31.13

Answer 4

Total Urban males (in millions) not in school (both age group) = 1.79 + 1.5 = 3.29

Total Rural males (in millions) not in school (both age group) = 13.02 + 8.44 = 21.46

Percentage = \(\frac{\text{Urban Males not in school}}{\text{Rual males not in school}} \times 100\)

= \(\frac{3.29}{21.46} \times 100\)

≈ 15.33

The correct option is (C): 15.33

Answer 5

In the forth column of the table The number of children who are working is given,

Rural males of age group (5-9) working (in millions) = \(\frac{1.3}{100} \times 39.7 = 0.5161 million\)

Rural females of age group (5-9) working (in millions) = \(\frac{3}{100} \times 100 = 1.071 million\)

Adding both the number the approx. will be 18 

The correct option is (B): 18

Answer 6

Number of children not in school and not working in all categories (in millions)

= \( (\frac{31.5}{100} \times 13.02) + (\frac{40.8}{100} \times 15.63) + (\frac{15.2}{100} \times 1.79) + (\frac{18.6}{100} \times 2.02) + (\frac{10.6}{100} \times 8.44) + (\frac{14}{100} \times 13.32) + (\frac{5.8}{100} \times 1.5) + (\frac{5.3}{100} \times 1.93)\)

= 14.08

So, the requires Percentage will be = \(\frac{14.08}{57.79} \times 100\)

≈ 24.36%

The correct option is (D): None of these

Answer 7

To find out The Number of children (in millions) not in school and not working in the category

we have to,

Rural females of group (10-14) = \(\frac{14}{100} \times 13.42\) = 1.88

Rural males of group (5-9) = \(\frac{31.5}{100} \times 13.02\) = 4.10

Rural females of group (5-9) = \(\frac{40.8}{100} \times 15.63\) = 6.37

Urban males of group (10-14) = \(\frac{5.8}{100} \times 1.5\)

The highest is Rural females of group (5-9)

The correct option is (C): Rural females 5-9

Answer 8

Number of children (in millions) not in school but working in the category

We have to,

Rural males of age group (10-14) = \(\frac{12.8}{100} \times 8.44\) = 1.08

Rural females of age group (10-14) = \(\frac{30.3}{100} \times 13.42\) = 4.06

Urban females of age group (10-14) = \(\frac{13.1}{100} \times 1.93\) = 0.25

Urban males of age group (10-14) = \(\frac{7}{100} \times 1.5\) = 0.10

The highest is Rural females of age group (10-14)

The correct option is (B): Rural females 10-14

Answer 9

From the table we know that,

Total child population not in school (in millions) = 57.79

Total child population in school (in millions) = 185.5 − 57.79 = 127.71

The Percentage of the total population of the children of all categories is in the school = \(\frac{127.71}{185.5} \times 100\)

= 68.87%

The correct option is (A): 68.87

Answer 10

From the table we know that,

Total child population not in school (in millions) = 57.79

Total child population in school (in millions) = 185.5 − 57.79 = 127.71

The percentage ratio between the total number of children not in school and in school = \(\frac{57.79}{127.71} \times 100\)

= 45.20%

The correct option is (C): 45.20