Question

Лиса гонится за зайцем,который находится в 180 метрах от неё.Лиса делает прыжок 3 метра каждый раз,когда заяц прыгает на 1 м. Сколько прыжков сделает лиса что бы поймать зайца?

Answer 1

1) 3-1=2 (прыжка) - скорость сближения лисы к зайцу
2) 180:2=90(прыжков)
Ответ:через 90 прыжков

Answer 2

Problem Analysis

We are given that a fox is chasing a hare, and the hare is initially 180 meters away from the fox. The fox jumps 3 meters each time the hare jumps 1 meter. We need to determine how many jumps the fox will make to catch the hare.

Solution

To solve this problem, we can calculate the number of jumps the fox will make by dividing the initial distance between the fox and the hare by the relative distance covered by the fox in each jump.

Let's calculate the number of jumps:

1. The fox jumps 3 meters each time the hare jumps 1 meter. 2. The initial distance between the fox and the hare is 180 meters.

To find the number of jumps, we can divide the initial distance by the relative distance covered by the fox in each jump.

Let's calculate:

180 meters / 3 meters = 60 jumps

Therefore, the fox will make 60 jumps to catch the hare.

Answer

The fox will make 60 jumps to catch the hare.

Note: The sources provided did not contain specific information related to the problem. The solution is derived from the given problem statement and does not require external sources.