Question

Велосипедист и пешеход отправились одновременно из двух пунктов на встречу друг другу . Через сколько минут они встретились, если путь от одного пункта до другого занял и велосипедиста 16 мин, а у пешехода 48 мин?

Answer 1

Через 32 минуты они встретелись

Answer 2

This is a mathematical problem that can be solved by using the concept of relative speed and distance. Here is a detailed explanation:

- Let the distance between the two points be S kilometers. - The speed of the cyclist is S/16 kilometers per minute, since he covers the distance in 16 minutes. - The speed of the pedestrian is S/48 kilometers per minute, since he covers the distance in 48 minutes. - The relative speed of the cyclist and the pedestrian is the sum of their individual speeds, since they are moving towards each other. Therefore, the relative speed is S/16 + S/48 = 4S/48 = S/12 kilometers per minute. - The time taken for them to meet is the distance divided by the relative speed. Therefore, the time is S / (S/12) = 12 minutes.

Hence, the cyclist and the pedestrian will meet after 12 minutes. You can also check the answer from this web source. I hope this helps you understand the solution.