Question

70 баллов! Срочно, прошу В третьем ящике было в 6 раза меньше яблок, чем вовтором ящике. Сколько яблок в третьем ящике, если в первом ящике яблок было на 20 кг меньше,чем в третьем ящике, а всего в ящиках 804 кг яблок.

Answer 1

Во втором ящике 543 яблок

Answer 2

Ответ:

Решим через уравнение.

Пусть х кг яблок во втором ящике, тогда в третьем 6х. Тогда в первом (6х-20) кг

уровнение:

х+6х+6х - 20 = 804 кг

13х+20=804

13х=804+20

13х= 824

х=63

тогда в другом ящике 63 кг

то в третьим 6х63=378кг

Пошаговое объяснение:

378 кг

Answer 3

Problem Analysis

We are given information about the number of apples in three boxes. The first box has 20 kg less than the third box, and the total weight of all three boxes is 804 kg. We need to determine the number of apples in the third box.

Solution

Let's assume the number of apples in the second box is x. According to the given information, the number of apples in the first box is x - 20 and the number of apples in the third box is 6(x - 20).

We know that the total weight of all three boxes is 804 kg. Since the weight of each apple is not given, we cannot directly calculate the number of apples. However, we can still solve the problem using the given information.

Let's set up an equation based on the weights of the apples in each box:

(x - 20) + x + 6(x - 20) = 804

Simplifying the equation:

x - 20 + x + 6x - 120 = 804

Combining like terms:

8x - 140 = 804

Adding 140 to both sides:

8x = 944

Dividing both sides by 8:

x = 118

Therefore, there are 118 apples in the second box.

To find the number of apples in the third box, we substitute the value of x into the expression 6(x - 20):

6(118 - 20) = 6(98) = 588

Therefore, there are 588 apples in the third box.

Answer

There are 118 apples in the second box and 588 apples in the third box.