Question

В первой бригаде было в 4раза больше ткачих чем во второй после того как из первой бригады 6 ткачих перешли во вторую бригаду в обеих бригадах ткачик стало поровну сколько ткачих было в каждой бригаде сначала

Answer 1

4x-x=6
3x=6
x=6÷3
x=2
2×4=8
Ответ: в первой бригаде было 8 станков, а во второй 2 станка.

Answer 2

Problem Analysis

We are given that there were 4 times as many weavers in the first brigade as in the second brigade. After 6 weavers from the first brigade transferred to the second brigade, the number of weavers became equal in both brigades. We need to find the initial number of weavers in each brigade.

Solution

Let's assume the initial number of weavers in the second brigade is x. According to the given information, the first brigade had 4 times as many weavers as the second brigade, so the initial number of weavers in the first brigade would be 4x.

After 6 weavers from the first brigade transferred to the second brigade, the number of weavers became equal in both brigades. This means that the first brigade now has 4x - 6 weavers, and the second brigade has x + 6 weavers.

Since the number of weavers is now equal in both brigades, we can set up the following equation:

4x - 6 = x + 6

Simplifying the equation, we get:

3x = 12

Dividing both sides of the equation by 3, we find:

x = 4

So, the initial number of weavers in the second brigade was 4, and the initial number of weavers in the first brigade was 4 times that, which is 16.

Therefore, there were initially 16 weavers in the first brigade and 4 weavers in the second brigade.

Answer

The initial number of weavers in each brigade was 16 in the first brigade and 4 in the second brigade.