Question

В первом бидоне в 2,3 раза больше молока чем во втором если из первого бидона перелить во второй 8,8 литров молока в нём станет на 2 литр молока меньше чем во второй Сколько литров молока во втором бидоне

Answer 1

2, 3х -8,8 +2= х+8,8
2,3х-Х=8,8 +6,8
1,3х=15,6
Х=12 (л) во втором бидоне
ответ: 12 литров

Answer 2

Problem Analysis

The problem describes two containers, where the first container has 2.3 times more milk than the second. When 8.8 liters of milk are transferred from the first container to the second, the second container ends up with 2 liters less milk than the first. We need to find out how much milk is in the second container.

Solution

Let's denote the amount of milk in the first container as x and the amount of milk in the second container as y. We are given the following information: 1. The first container has 2.3 times more milk than the second: x = 2.3y. 2. When 8.8 liters of milk are transferred from the first container to the second, the second container ends up with 2 liters less milk than the first: (x - 8.8) = (y + 2).

We can use these two equations to solve for y.

Calculation

First, we can express x in terms of y using the information that the first container has 2.3 times more milk than the second: x = 2.3y.

Then, we can substitute this expression for x into the second equation: (2.3y - 8.8) = (y + 2).

Solving for y: 2.3y - 8.8 = y + 2, 2.3y - y = 2 + 8.8, 1.3y = 10.8, y = 10.8 / 1.3, y ≈ 8.31.

Answer

The second container initially has approximately 8.31 liters of milk.