Problems Based on Ages

The ratio of the present age of Manoj to that of Wasim is $3 : 11$. Wasim is $12$ yr younger than Rehana. Rehana's age after $7$ yr will be $85$ yr. What is the present age of Manoj's father, who is $25$ yr older than Manoj?

 The present ages of A, B and C are in the proportion $10 : 11 : 12$. $5 yr$ ago, the sum of their ages was $150$. Their present ages are:

The ratio of the ages of a father and his son $10$ yr, hence will be $5:3$ while $10$ yr ago, it was $3:1$. The ratio of the age of the son to that of his father today, is :

Ratna's father was $38 yr$ old when she was born while her mother was $36 yr$ old when her brother $4 yr$ younger than she was born. What is the difference between the ages of her parents?

 Rakhi got married 6 yr ago. Today her age is $1\frac{1}{4}$  times her age at the time of marriage. Her son's age is $\frac{1}{10}$ times her age. Her son is:

$1$ $\mathrm{year}$ ago, a man was $7$ times as old as his son. Now, his age is equal to the square of his son's age. The present age of the man will be:

The ages of Priya and Anuj are in the ratio $8 : 15$. After $9$ yr, the ratio of their ages will be $11 : 18$. What is the difference between their ages?

The average age of $8$ men is increased by $2 years$ when two of them whose ages are $21$ and $23 years$ are replaced by two new men. The average age of the two new men is:

Sunil and Poonam got married $10$ years ago. At the time of their marriage, the average age of both persons was $25$ yr. Today, Sunil and Poonam have $5$ yr old son. What is the average age of the family?

The present age of Ajay is $47 years$ and his wife's age is just $38 years$. When they were married, Ajay was exactly one and half as old as his wife. How many years ago they were married?

The father is $5$ years older than the mother, and the mother's age is now thrice the daughter's age. If the daughter is $10$ years old now, what was the father's age, when the daughter was born?

 The average age of $8$ persons is increased by $2 years$, when one of them, whose age is $24 years$ is replaced by a new person. The age of the new person is:

Average age of a father and his two sons is $27$ yr. Five years ago, the average age of the two sons was $12$ year. If the difference between the ages of two sons is $4$ yr, then the present age of the father is:

The ratio of ages of the mother and her daughter is $12 : 5$. The difference of their ages is $28$ yr. The ratio between the present age of the mother and the age of the daughter $4$ yr after will be:

The ratio between the age of father and son is $17 : 5$. After $9$ years, the ratio will be $5 : 2$. The ratio between the present age of son and age of father $6$ years ago was:

Ten years ago, Rakhi was one-third of Saroj in age. If the ratio of their present ages is $5:3,$ then the total of their present ages is:

At present Anil is $1.5$ times Purvi's age. Eight years hence, the respective ratio between Anil and Purvi's ages then will be $25:18.$ What is Purvi's present age?

The ratio of ages of A and B at present is $13:7.$ The ratio of their ages $6$ yr before was $2:1.$ The difference between their ages is:

Six years back Seema was half that of Rupa in age. Four years hence, the respective ratio of their ages would be $3:5.$ The present age of Rupa is:

The ratio of present ages of Raghav and Amit is $7:8.$ If $4$ yr ago the ratio of their ages be $5:6,$ then present age of Amit is: