Question

До млина завезли 24 мішки жита і пшениці. Жита було на 6 мішків меньше. Сільки було мішків жита?

Answer 1

Х+х+6=24
2х=24-6
2х=18
х=9 м. жита

Answer 2

The user's message is in Ukrainian, and it is a word problem that asks how many bags of rye were brought to the mill if there were 24 bags of rye and wheat in total, and there were 6 bags less of rye. Using Google Translate, the message can be translated to English as:

Answer in detail. 24 bags of rye and wheat were brought to the mill. There were 6 bags less of rye. How many bags of rye were there?

To solve this problem, we can use the following steps:

- Let x be the number of bags of rye, and y be the number of bags of wheat. - We know that the total number of bags is 24, so we can write an equation: x + y = 24 - We also know that there were 6 bags less of rye, so we can write another equation: x = y - 6 - Now we have a system of two equations with two unknowns, and we can use substitution or elimination method to solve it. - Using substitution, we can plug in x = y - 6 into the first equation and get: y - 6 + y = 24 - Simplifying and solving for y, we get: 2y - 6 = 24, 2y = 30, y = 15 - This means that there were 15 bags of wheat. - To find the number of bags of rye, we can plug in y = 15 into the second equation and get: x = 15 - 6, x = 9 - This means that there were 9 bags of rye.

Therefore, the answer is that there were 9 bags of rye brought to the mill.