Question

На вершине двух телеграфных столбов сидят два воробья.высоты столбов равны 24м и 10м. Расстояние между ними 34 м. На каком расстоянии от второго столба нужно положить хлеб для воробьев, чтобы расстояние от воробьев до хлеба были одинаковыми?

Answer 1

1столб - 24м

2столб -  10м

Всего: 34м

Задача в одно действие: 34-10=24м 

Answer 2

Problem Analysis

We have two telegraph poles with heights of 24m and 10m, and a distance of 34m between them. We need to determine the distance from the second pole at which we should place bread for the sparrows so that the distance from the sparrows to the bread is the same.

Solution

To solve this problem, we can use similar triangles. Let's assume that the distance from the second pole to the bread is x meters. We can set up the following proportion:

24m / (34m + x) = 10m / x

To solve for x, we can cross-multiply and solve the resulting equation:

24m * x = 10m * (34m + x)

Simplifying the equation:

24x = 340m + 10x

14x = 340m

x = 340m / 14

x ≈ 24.29m

Therefore, the bread should be placed approximately 24.29 meters away from the second pole for the sparrows.

Answer

The bread should be placed approximately 24.29 meters away from the second pole for the sparrows.