Question
As per the Agricultural Census 2015-16, total number of
operational land holdings in Rajasthan was -ÂSolution
As per the Agricultural Census 2015-16, total number of operational land holdings in Rajasthan was 76.55 Lakh. Out of these: Marginal - 40.12%. Small - 21.90 %. Semi medium - 18.50%. Medium 14.79%. Large holdings - 4.69 % There is an increase in the number of marginal, small, semi medium, and medium landholdings, and a decrease is in the number of large landholdings in the year 2015-16 in comparison to the year 2010-11. This indicates that there is an increase in the number of divisions of land due to the splitting of joint families.
Sum of the present ages of A, B, C and D is 55 years. After 5 years ratio of their ages is 5:4:3:3. What is C’s present age?
If the ratio of the ages of Karan and Saroj is 5 : 7. 8 years ago, the ratio of their ages was 2 : 3. Find the present age of Saroj?
Average age of 5 men is 30 years. A new man replaces one whose age was 25 years, and the average becomes 31. Find the age of the new man.
Sum of the present ages of A, B, C and D is 70 years. After 5 years ratio of their ages is 5:4:4:2. What is C’s present age?
Five years ago, the age of A was 3 times the age of B. After 7 years, the difference between their ages will be 28 years. Find the present age of A.
2 years ago, age of A and B was in the ratio 2:3. After 6 years, the ratio becomes 6:7. Present age of C is 6 years more than the present age of B. Find...
- Five years ago, the ratio of age of 'A' to 'B' was 4:5. After ten years, the ratio of age of 'A' to 'B' will be 7:8. Find the current age of 'C' who is 6 y...
The current ages of Raman and Raghav are in the ratio of 5:4. In six years, their ages will have a ratio of 11:9. What was the ratio of their ages ten y...
Present ages of P and Q are in ratio 5:4, respectively. Present ages of R and P are in ratio 3:4, respectively. If the difference between ages of Q and ...
20 years ago, the age of ‘I’ was 50% more than ‘J’. If the sum of their present ages is 90 years, then find the present age of ‘I’.
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