Question

В 1 день продали 12наборов карандашей 2 день 18 таких же наборов получилась так что в 1 день на 44 карандаша больше сколько карандашей в каждом наборе

Answer 1

В условии заведомо ошибка : в 1 день продали 12, а во 2 - 18, в 1 день продали МЕНЬШЕ, чем во второй! Но даже, если допустить, что здесь опечатка, то задача всё равно не имеет решения, т.к. 18 - 12 = 6 На 6 наборов во 2 день продали больше. 44 на 6 ровно не делится... Так что задача не имеет решения.

Answer 2

Solution:

To solve this problem, we can use a system of equations to represent the given information and then solve for the number of pencils in each set.

Let's denote: - x as the number of pencils in each set on the first day. - y as the number of pencils in each set on the second day.

We have the following information: 1. On the first day, 12 sets were sold, so the total number of pencils on the first day is 12x. 2. On the second day, 18 sets were received, so the total number of pencils on the second day is 18y. 3. The total number of pencils on the second day is 44 more than the total number of pencils on the first day, so we have the equation: 18y = 12x + 44.

Now, we can solve for x and y.

Calculation:

From the given information, we have the equation: 18y = 12x + 44

We can solve for y in terms of x: 18y = 12x + 44 y = (12x + 44) / 18 y = (2x + 22) / 3

So, the number of pencils in each set on the second day is represented by the equation y = (2x + 22) / 3.

Conclusion:

The number of pencils in each set on the first day is x, and the number of pencils in each set on the second day is (2x + 22) / 3.