Question

В ДВУХ КОРЗИНАХ 7,92 КГ ОВОЩЕЙ.В ОДНОЙ ИЗ НИХОВОЩЕЙ НА 20% МЕНЬШЕ ЧЕМ В ДРУГОЙ.СКОЛЬКО КГ ОВОЩЕЙ В КАЖДОЙ КОРЗИНЕ?

Answer 1

1) 20%=0,2

2)0,2:2=0,1

3)7,92:2=3,96

4)3,96*0,1=0.396

5)3.96-0.396=3.564

Answer 2

6,336кг. и 1,584кг......

Answer 3

Calculating the Weight of Vegetables in Each Basket

To solve this problem, we can use a system of linear equations. Let's denote the weight of vegetables in the first basket as x kilograms and the weight of vegetables in the second basket as y kilograms. We know that the total weight of vegetables in both baskets is 7.92 kilograms, and the weight of vegetables in one basket is 20% less than the weight in the other basket.

We can set up the following equations:

1. x + y = 7.92 (total weight of vegetables in both baskets) 2. x = 0.8y (weight of vegetables in one basket is 20% less than the other)

Solving the Equations

Substitute the value of x from the second equation into the first equation:

0.8y + y = 7.92

Solving for y: 1.8y = 7.92 y = 7.92 / 1.8 y = 4.4

Now that we have the value of y, we can find the value of x using the second equation: x = 0.8 * 4.4 x = 3.52

Conclusion

So, the weight of vegetables in each basket is: - 4.4 kilograms in one basket - 3.52 kilograms in the other basket