Question

Якщо через х га поставити площу меншою з двох ділянок то твердження сума площ двох двох ділянок 24 га причому площа однієї з них А4 утричі більша за площу другої запишіть у вигляді рівняння

Answer 1

Ответ: 3x+x=24 га - запис данної задачі у вигляді рівняння.

х=6 га - площа меншої ділянки;

3x=3*6=18 га - площа більшої ділянки.

Объяснение:

Answer 2

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Your question seems to be about a math problem. You want to write an equation that represents the following statement: If x ha is the area of the smaller of two plots, then the sum of the areas of the two plots is 24 ha, and the area of one of them is three times the area of the other.

To write an equation, we need to assign variables to the unknown quantities. Let's call the area of the smaller plot x, as given in the statement. Then the area of the larger plot is 3x, since it is three times the area of the smaller one. The sum of the areas of the two plots is 24, so we can write:

$$x + 3x = 24$$

This is the equation that represents the statement. We can simplify it by combining the like terms on the left side:

$$4x = 24$$

We can also solve for x by dividing both sides by 4:

$$x = 6$$

This means that the area of the smaller plot is 6 ha, and the area of the larger plot is 18 ha.