Question

На первом складе в 3 раза больше заготовок,чем на втором. После того как с первого склада взяли 100 заготовок,а со второго склада - 10 заготовок,то на складах стало одинаковое число заготовок. Сколько заготовок было на каждом складе?

Answer 1

Х - на втором складе
3х - на первом
3х-100=х-10
3х-х=100-10
2х=90
х=90:2
х=45 (заготовок на втором)
3*45=135 (заготовок на первом)
Ответ: на первом складе было 135 заготовок, на втором - 45.

Answer 2

Problem Analysis

We are given that there are three times as many stock items on the first warehouse as on the second warehouse. After taking 100 items from the first warehouse and 10 items from the second warehouse, the number of items on both warehouses became equal. We need to determine the number of items on each warehouse before the withdrawals.

Solution

Let's assume the number of items on the second warehouse is x. Since there are three times as many items on the first warehouse, the number of items on the first warehouse is 3x.

After taking 100 items from the first warehouse and 10 items from the second warehouse, the number of items on both warehouses became equal. This can be represented by the equation:

3x - 100 = x - 10

Simplifying the equation, we get:

2x = 90

Solving for x, we find:

x = 45

Therefore, there were 45 items on the second warehouse and 3 * 45 = 135 items on the first warehouse.

Answer

There were 45 items on the second warehouse and 135 items on the first warehouse.