Question

6 Можно ли эти тексты назвать задачами? Почему? Дополни тексты так, чтобы они стали задачами. Реши их. 20 м. Половину а) Длина дачного участка — 25 м, ширина всей площади участка занимают яблони. Одну четвёртую часть всей площади участка занимают груши. Остальная часть засажена кустарниками. - 6) в одном фермерском хозяйстве 500 га земли. На 50 га посадили пшеницу. Под гречиху отвели в 5 раз больше места, чем под пшеницу, а на остальной площади посеяли рожь.​

Answer 1

Ответ:

наверное так где зачёркнуто не пиши! надеюсь помогла

Answer 2

Can these texts be called problems? Why? Complete the texts to turn them into problems. Solve them. 20 m.

a) Half of a)

The length of a country house plot is 25 m, and the width of the entire plot is occupied by apple trees. One-fourth of the total area of the plot is occupied by pear trees. The remaining part is planted with shrubs.

To turn this into a problem, we can ask: What is the area of the plot that is planted with shrubs?

To solve this problem, we need to calculate the area of the plot that is occupied by apple trees and pear trees, and then subtract it from the total area of the plot.

Let's calculate the area of the plot that is occupied by apple trees: - The width of the plot is equal to the length, which is 25 m. - Since the entire width is occupied by apple trees, the area of the plot occupied by apple trees is 25 m * 25 m = 625 m².

Now let's calculate the area of the plot that is occupied by pear trees: - One-fourth of the total area of the plot is occupied by pear trees. - The total area of the plot is 25 m * 25 m = 625 m². - One-fourth of 625 m² is (1/4) * 625 m² = 156.25 m².

To find the area of the plot that is planted with shrubs, we subtract the areas occupied by apple trees and pear trees from the total area of the plot: 625 m² - 625 m² - 156.25 m² = 468.75 m².

Therefore, the area of the plot that is planted with shrubs is 468.75 m².

b) Farm land allocation

In one farm, there is 500 hectares of land. 50 hectares are planted with wheat. The area allocated for buckwheat is 5 times larger than the area allocated for wheat, and the remaining area is planted with rye.

To turn this into a problem, we can ask: What is the area allocated for rye?

To solve this problem, we need to calculate the area allocated for buckwheat and then subtract it from the total area of the farm.

Let's calculate the area allocated for buckwheat: - The area allocated for wheat is 50 hectares. - The area allocated for buckwheat is 5 times larger than the area allocated for wheat. - Therefore, the area allocated for buckwheat is 5 * 50 hectares = 250 hectares.

To find the area allocated for rye, we subtract the area allocated for buckwheat from the total area of the farm: 500 hectares - 250 hectares = 250 hectares.

Therefore, the area allocated for rye is 250 hectares.

Note: The sources provided do not contain relevant information for this specific problem.