The cyclist and motorcyclist drove out simultaneously towards each other from two villages. The cyclist rode at a speed

The cyclist and motorcyclist drove out simultaneously towards each other from two villages. The cyclist rode at a speed of 15 km and drove 60 km before the meeting. At what speed did the motorcyclist ride if the distance between the village was 332 km?

The solution of the problem:
1. Let’s determine how long the cyclist spent on the way until the moment he met the motorcyclist:
60/15 = 4.
2. Let us determine the distance covered by the motorcyclist before meeting the cyclist, knowing that the distance between the villages is 332 km:
332 – 60 = 272.
3. Let’s determine the speed with which the motorcyclist was traveling before meeting the cyclist:
272/4 = 68.
Answer: The motorcyclist was driving at a speed of 68 km / h.