Question

На первом складе было в 3 раза больше телевизоров, чем на втором. после того, как с первого склада взяли 25 телевизоров, а на второй привезли27, телевизоров на обоих складах стало поровну. сколько телевизоров было на складах первоначально?

Answer 1

Х - на втором складе
3х - на первом складе
3х-25=х+27
3х-х=27+25
2х=52
х=52:2
х=26 (тел)
26*3=78 (тел)
Ответ: на первом складе было 78 телевизоров, на втором 26.

Answer 2

Problem Analysis

We are given that there were three times as many televisions on the first warehouse as on the second warehouse. After taking 25 televisions from the first warehouse and adding 27 televisions to the second warehouse, the number of televisions on both warehouses became equal. We need to determine the initial number of televisions on the warehouses.

Solution

Let's assume the number of televisions on the second warehouse is x. According to the given information, the number of televisions on the first warehouse is three times the number on the second warehouse, so it would be 3x.

After taking 25 televisions from the first warehouse, the number of televisions on the first warehouse would be 3x - 25. After adding 27 televisions to the second warehouse, the number of televisions on the second warehouse would be x + 27.

We are also given that the number of televisions on both warehouses became equal. So, we can set up the following equation:

3x - 25 = x + 27

Now, let's solve this equation to find the value of x.

3x - x = 27 + 25

2x = 52

x = 26

Therefore, the initial number of televisions on the second warehouse was 26. Since the number of televisions on the first warehouse was three times that of the second warehouse, the initial number of televisions on the first warehouse would be 3 * 26 = 78.

So, there were initially 78 televisions on the first warehouse and 26 televisions on the second warehouse.

Answer

The initial number of televisions on the warehouses was 78 on the first warehouse and 26 on the second warehouse.