Question

В одной коробке 1/4 кг Конфет, а в другой — на 1/5 кг больше. Сколько конфет в двух коробках? Выразите ответ в граммах. Пожалуйста помогите мне срочно нужно!!!!

Answer 1

250г = 1\4кг
1\5кг=200г
во второй 250г+200г=450г
в двух: 450+250г=700г

Answer 2

1/4 кг = 1000 г : 4 = 250 г
1/5 кг = 1000 г:5= 200 г
250+200 = 450 г во второй коробке
450+250= 700 г в двух коробках

Answer 3

Calculating the Total Weight of the Candies

To solve this problem, we'll first find the weight of the candies in each box and then calculate the total weight.

Let's denote the weight of candies in the first box as x kg. According to the given information, the weight of candies in the second box is 1/5 kg more than the weight in the first box, which can be represented as x + 1/5 kg.

Now, we know that the weight of candies in the first box is 1/4 kg. We can use this information to find the value of x.

The total weight of the candies in both boxes can be calculated by adding the weights of the candies in the two boxes.

Calculating the Weight of Candies in the First Box

The weight of candies in the first box is given as 1/4 kg.

Calculating the Weight of Candies in the Second Box

The weight of candies in the second box is 1/5 kg more than the weight in the first box, which can be represented as x + 1/5 kg.

Finding the Total Weight of the Candies

To find the total weight of the candies in both boxes, we'll add the weights of the candies in the two boxes.

Solution

Let's calculate the weight of the candies in the first box: - Weight of candies in the first box = 1/4 kg

Now, we'll calculate the weight of the candies in the second box: - Weight of candies in the second box = 1/4 + 1/5 kg

Finally, we'll find the total weight of the candies in both boxes: - Total weight of candies = (1/4) + (1/4 + 1/5) kg

Answer

The total weight of the candies in both boxes is 19/20 kg.