[Text problems (other)]

The king said to the queen,

- I am now twice as old as you were when I was as old as you are now. When you are as old as I am now, together we will be 63 years old.

How old is each of them?
Let $t$ be the age difference between the king and the queen. Since the queen is now as old as the king was "then," it means that from "then" to "now" $t$ years have passed, and the difference between the king's age "now" and the queen's age "then" is $2t$ years. Therefore, the queen's age "then" was $2t$, and the king's age "now" is $4t$. When the queen is $4t$ years old, the king will be $5t$ years old. Together, these $9t$ years will total 63 years. Hence, $t=$ 7.

## Otvet

The king is 28 years old, and the queen is 21 years old. with 2 s

## Problem