Question

У 2 друзей было 16 солдатиков.если один отдаст другому 1 солдатика.то у них станет одинаковое колличество солдатиков.сколько солдатиков было у каждого..?

Answer 1

7 солдатиков и 9 солдатиков, если один отдаст другому 1 то у двоих будет 8

Answer 2

у одного-7 солдатиков

у другого-9 солдатиков

 

Answer 3

Solving the Problem

To solve the problem, we can use algebra to represent the given information and then solve for the number of soldiers each friend originally had.

Let's assume: - Friend 1 originally had x soldiers. - Friend 2 originally had y soldiers.

According to the given information, if one friend gives the other one soldier, they will have an equal number of soldiers. This can be represented by the equation: x - 1 = y + 1

Solving for x and y will give us the original number of soldiers each friend had.

Solving for x and y

Subtracting 1 from both sides of the equation gives: x = y + 2

Now we can substitute x with y + 2 in the equation to solve for y: (y + 2) - 1 = y + 1

Solving for y: y + 1 = y + 1

This equation shows that y can be any number, as long as x is 2 more than y.

So, the original number of soldiers for each friend can be represented as: - Friend 1: y + 2 - Friend 2: y

This means that the original number of soldiers for each friend can be any pair of numbers where one is 2 more than the other.

Therefore, there are multiple solutions for the original number of soldiers for each friend.

I hope this helps! If you have any other questions, feel free to ask.