Question

44. УАсель 10 марок, а у Антона — на 4 меньше. Асель дала Антону столько марок, сколько у него было первоначально. Затем Антон дал ей столько марок, сколько у нее осталось, После этого количество марок у обоих стало поровну. Сколько марок стало у каждого? УСЛОВИЕ СРОЧНО ПЛИИЗ​

Answer 1

Даите пж 20 балов я же не многое прошу

Answer 2

Problem Analysis

We are given that Asel has 10 marks and Anton has 4 marks less than Asel. Asel gives Anton the same number of marks that Anton initially had. Then Anton gives Asel the number of marks that Asel has left. After this exchange, both Asel and Anton have the same number of marks. We need to determine how many marks each of them has at the end.

Solution

Let's assume that Anton initially had x marks. According to the problem, Asel has 10 marks and Anton has 4 marks less than Asel, so Anton initially had x = 10 - 4 = 6 marks.

After Asel gives Anton the same number of marks that Anton initially had (6 marks), Anton will have a total of 6 + 6 = 12 marks.

Then, Anton gives Asel the number of marks that Asel has left. Asel initially had 10 marks and gave 6 marks to Anton, so Asel has 10 - 6 = 4 marks left. Anton gives these 4 marks to Asel.

After this exchange, both Asel and Anton have the same number of marks, which is 4 marks.

Answer

Therefore, at the end, Asel has 4 marks and Anton also has 4 marks.

Please let me know if I can help you with anything else.