Question

Саша расчистил от снега 6/11 двора, а затем еще 8м квадратных, а после чего ему осталось расчистить 3/11 двора. Какова площадь двора?

Answer 1

Всего 11/11

Сумма 6/11+3/11=9/11

11/11-9/11=2/11

2/11=8м^2

значит одна часть 4м^2, теперь 4*11=44м^2

Answer 2

Calculation of the Yard Area

To calculate the total area of the yard, we need to add up the areas that Sasha cleared from the snow.

Sasha first cleared 6/11 of the yard, which is equivalent to 8 square meters. Then, he cleared an additional 8 square meters. Finally, he had to clear 3/11 of the yard.

Let's calculate the total area of the yard step by step:

1. Sasha cleared 6/11 of the yard, which is equal to 8 square meters. 2. Sasha cleared an additional 8 square meters. 3. Sasha had to clear 3/11 of the yard.

To find the total area of the yard, we can add up the areas cleared by Sasha:

6/11 of the yard + 8 square meters + 3/11 of the yard

To add fractions, we need to have a common denominator. In this case, the common denominator is 11.

Let's calculate the total area of the yard:

6/11 + 3/11 = 9/11

So, Sasha cleared a total of 9/11 of the yard.

Now, let's find the area in square meters. Since Sasha cleared 8 square meters and 9/11 of the yard is equal to 8 square meters, we can set up the following equation:

9/11 = 8 square meters

To find the area of the whole yard, we can use cross-multiplication:

9 * x = 11 * 8

Simplifying the equation:

9x = 88

Dividing both sides by 9:

x = 88/9

Therefore, the area of the whole yard is approximately 9.78 square meters.

So, the total area of the yard is approximately 9.78 square meters.