Question

Всего 630 гномов.Синих в 3 раза больше чем красных,а красных в 2 раза больше желтых.Сколько всего гномов каждого цвета.Решить через x.(УРАВНЕНИЕМ)

Answer 1

Представляем гномов Х и идем с конца:
Х = желтых гномов
2Х = красных гномов
2Х * 3 = синих гномов
Складываем всех гномов, получаем уравнение:
х + 2х + 2х*3 = 630
9х = 630
х = 70
Теперь вставляем полученное значение вместо Х и получаем гномов:
70 * 2 = 140 - красных гномов
140 * 3 = 420 - синих гномов
Проверим - 420 + 140 + 70 = 630
Ответ: Синих гномов - 420, красных - 140, желтых - 70

Answer 2

Solving for the Number of Gnomes of Each Color

To solve for the number of gnomes of each color, we can use the following equations based on the given information:

1. Let's assume the number of yellow gnomes is represented by x. 2. Then, the number of red gnomes is 2x. 3. And the number of blue gnomes is 6x.

Now, we can solve for the value of x to find the number of gnomes of each color.

Using the Equations to Solve for x

We can use the given information to set up the following equation:

Total number of gnomes = 630

So, we have the equation:

x + 2x + 6x = 630

Solving for x:

9x = 630

x = 70

Calculating the Number of Gnomes of Each Color

Now that we have the value of x, we can calculate the number of gnomes of each color:

- Number of yellow gnomes: x = 70 - Number of red gnomes: 2x = 140 - Number of blue gnomes: 6x = 420

Therefore, there are: - 70 yellow gnomes - 140 red gnomes - 420 blue gnomes