Question

3 школа отправили 552 килограмм апельсинов причем в одну школу отправили в 6 раз меньше апельсина чем Во вторую и на 136 килограмм меньше чем в третьем Сколько килограммов апельсинов отправили в каждую школу , решение

Answer 1

х+6х+х+136=552 8х+136=552 8х=552-136 8х=416 х=416:8 х=52 (кг) - апельсинов отправили в первую школу. 6х=6·52=6·52=312 (кг) - апельсинов отправили во вторую школу. х+136=52+136=188 (кг)- апельсинов отправили в третью школу. Ответ. 52 кг апельсинов отправили в первую школу, 312 кг апельсинов отправили во вторую школу, 188 кг апельсинов отправили в третью школу.

Answer 2

Solution:

Let's solve the problem step by step.

1. Let's denote the amount of oranges sent to the first school as x kilograms. 2. According to the given information, the amount of oranges sent to the second school is 6 times less than the amount sent to the first school, so it's x/6 kilograms. 3. The amount of oranges sent to the third school is 136 kilograms less than the amount sent to the second school, so it's (x/6) - 136 kilograms.

We know that the total amount of oranges sent to all three schools is 552 kilograms. Therefore, we can write the equation:

x + x/6 + (x/6 - 136) = 552

Let's solve for x.

Calculation:

``` x + x/6 + (x/6 - 136) = 552 Multiply through by 6 to clear the fractions: 6x + x + x - 816 = 3312 8x - 816 = 3312 8x = 4128 x = 516 ```

So, the amount of oranges sent to the first school is 516 kilograms.

Now, we can find the amounts sent to the second and third schools: - The second school: 516/6 = 86 kilograms - The third school: 86 - 136 = -50 kilograms

Answer:

The amounts of oranges sent to each school are: - First school: 516 kilograms - Second school: 86 kilograms - Third school: -50 kilograms

However, it's not possible to send a negative amount of oranges, so there might be an error in the given information or the calculations.