Question

В двух корзинах 3,2 кг винограда. В одной корзине винограда в 1,2 раза больше, чем в другой. Сколько кг винограда в каждой корзине? Решите уравнением ПОЖАЛУЙСТА СРОЧНО НУЖНО!!!!!!!!

Answer 1

X+(x*1.2)=3,2
2,2x=3,2
x=одна целая пять одиннадцатый 1 5\11

Answer 2

Пусть в одной корзине х кг винограда. Тогда во второй 1,2х. Тогда:
х+1,2х=3,2
2,2х=3,2
х=3,2/2,2
х≈1.45 - одной корзине
3.2-1.45=1,75 - в другой корзине

Answer 3

Problem Analysis

To solve this problem, we can use a system of equations. Let's denote the weight of grapes in the first basket as x kg and the weight of grapes in the second basket as y kg. We are given that the weight of grapes in one basket is 1.2 times the weight of grapes in the other basket. Additionally, the total weight of grapes in both baskets is 3.2 kg.

System of Equations

We can represent the given information as a system of equations: 1. x + y = 3.2 (total weight of grapes in both baskets is 3.2 kg) 2. x = 1.2y (the weight of grapes in one basket is 1.2 times the weight of grapes in the other basket)

Solution

We can solve this system of equations to find the weights of grapes in each basket.

Substitute the value of x from the second equation into the first equation: 1.2y + y = 3.2 2.2y = 3.2 y = 3.2 / 2.2 y = 1.45

Now, substitute the value of y back into the second equation to find x: x = 1.2 * 1.45 x = 1.74

So, the weight of grapes in the first basket is 1.74 kg and the weight of grapes in the second basket is 1.45 kg.

Therefore, the weight of grapes in each basket is 1.74 kg and 1.45 kg.