Adults | Females | Males | Literates | Illiterates | Age above 50 | Age below 50 | |
1990 | 20440 | 10833.2 | 9606.8 | 8176 | 12264 | 3474.8 | 16965.2 |
2000 | 30760 | 14764.8 | 15995.2 | 23760 | 7000 | 8612.8 | 22147.2 |
Adult females below the age of 50 in the year 1990,
53\(\%\) of 16965.2 = 8991.556 = 8992 (approx)
Adult females below the age of 50 in the year 2000,
48\(\%\) of 22147.2 = 10630.656 = 10631 (approx)
Ratio = 8992 : 10631
= 1 : 1.18
Hence, option C is the correct answer.The correct option is (C): 1 : 1.18
Adults | Females | Males | Literates | Illiterates | Age above 50 | Age below 50 | |
1990 | 20440 | 10833.2 | 9606.8 | 8176 | 12264 | 3474.8 | 16965.2 |
2000 | 30760 | 14764.8 | 15995.2 | 23760 | 7000 | 8612.8 | 22147.2 |
Adult females above the age of 50 in 1990 = 53% of 3474.8 = 1841.644
Total allowance given = 1842 x 24000 = 4,42,08,000
Adult females above the age of 50 in 2000 = 48% of 8612.8 = 4134
Total allowance given = 4134 x 30000 = 12,40,20,000
∴ Percentage increase in annual allowance from 1990 to 2000,
\(=\frac{12,40,20,000-4,42,08,000}{4,42,08,000}\times100\)
\(=\frac{79812}{44208}\times100\)
\(=180\%\)
Hence, option D is the correct answer.The correct option is (D): 180
Adults | Females | Males | Literates | Illiterates | Age above 50 | Age below 50 | |
1990 | 20440 | 10833.2 | 9606.8 | 8176 | 12264 | 3474.8 | 16965.2 |
2000 | 30760 | 14764.8 | 15995.2 | 23760 | 7000 | 8612.8 | 22147.2 |
Total adult illiterates in 1990 = 12264
Total adult females below 50 in 2000 = 48\(\%\) of 22147.2 = 10631
Ratio = 12264 : 10631
= 1.15 : 1
Hence, option B is the correct answer.The correct option is (B): 1.15 : 1
Adults | Females | Males | Literates | Illiterates | Age above 50 | Age below 50 | |
1990 | 20440 | 10833.2 | 9606.8 | 8176 | 12264 | 3474.8 | 16965.2 |
2000 | 30760 | 14764.8 | 15995.2 | 23760 | 7000 | 8612.8 | 22147.2 |
Total number of adult literates in 1990 = 8176
Total number of adult literates in 2000 = 23760
Percentage increase\(=\frac{23760-8176}{8176}\times100\)
\(=\frac{1558400}{8176}=190.60=191\%\) (approx)
Hence, option B is the correct answer.The correct option is (B): 191
Adults | Females | Males | Literates | Illiterates | Age above 50 | Age below 50 | |
1990 | 20440 | 10833.2 | 9606.8 | 8176 | 12264 | 3474.8 | 16965.2 |
2000 | 30760 | 14764.8 | 15995.2 | 23760 | 7000 | 8612.8 | 22147.2 |
Total adult literates in 1990 = 8176
Total expense on education in 1990 = 1200 x 8176 = 9811200
Total adult literates in 2000 = 23760
Total expense on education in 2000 = 125% of 1200 x 23760 = 35640000
Percentage increase \(=\frac{35640000-9811200}{9811200}\times100\)
\(=\frac{25828800}{98112}=263\%\)
Hence, option B is the correct answer.The correct option is (B): 263