9.2. Two cyclists set off towards each other from points $A$ and $B$ simultaneously. They traveled at constant speeds. After meeting, the first cyclist took 40 minutes to reach point $B$, while the second cyclist took one and a half hours to reach point $A$. Find the time from the start of the journey until they met and the ratio of the cyclists' speeds.
Answer: Time until the meeting - 1 hour. The speed of the first cyclist is 1.5 times greater than the speed of the second. Solution. See problem 8.3