Question

Решите задачу с помощью уравнения ,,,,,, В одной корзине в 5 раз больше яблок чем в другой если из первой корзины переложить 36 яблок во вторую то яблок в корзинах будет поровну сколько яблок в каждой карзине ,,,,,,,,награда 20 баллов

Answer 1

Надеюсь, разберешься, удачи :3 

Answer 2

Solving the Problem Using an Equation

To solve the problem of distributing apples between two baskets, we can use an equation. Let's denote the number of apples in the first basket as x and the number of apples in the second basket as y.

According to the problem statement, there are 5 times more apples in the first basket than in the second basket. Therefore, we can express this relationship as:

x = 5y.

When 36 apples are moved from the first basket to the second, the number of apples in both baskets becomes equal. This can be expressed as:

x - 36 = y + 36.

We can solve these two equations to find the values of x and y.

Solution

Using the equation x = 5y, we can substitute the value of x in the second equation:

5y - 36 = y + 36.

Solving for y: 5y - y = 36 + 36, 4y = 72, y = 18.

Substituting the value of y back into the equation x = 5y: x = 5 * 18, x = 90.

So, there are 90 apples in the first basket and 18 apples in the second basket.

Answer

There are 90 apples in the first basket and 18 apples in the second basket.