Question

У гномика было 12 конфет,11 он съел,по дороге он встретил: Моховичка с 4 кон. кота Котьку с 6 кон. и гусеницу Шуршку с 7 кон. Вопрос:кому он отдал свою конфету?Если известно,что у всех должна быть одинаковая формула конфет

Answer 1

Гусенице он отдол конфету Я так думаю

Answer 2

This is a math problem that requires some logical thinking and arithmetic skills. Here is how I would solve it:

First, I would find out how many candies each character has before meeting the gnome. Since the problem says that they all should have the same formula of candies, I assume that means they all have the same number of candies. Let's call that number x.

Then, I would write an equation for each character based on the information given in the problem. For example, for Mohovichka, the equation would be:

4 + x = 12 - x

This means that Mohovichka had x candies before meeting the gnome, and after receiving 4 candies from him, she had 12 - x candies.

Similarly, I would write equations for Kotka and Shurshka:

6 + x = 12 - x

7 + x = 12 - x

Next, I would solve for x by adding x to both sides of each equation and simplifying:

4 + 2x = 12

6 + 2x = 12

7 + 2x = 12

Then, I would divide both sides by 2 to get x:

x = 4

x = 3

x = 2.5

Now, I have the number of candies each character had before meeting the gnome. However, there is a problem: x is not the same for all of them. This means that the problem has no solution, or it is impossible for the gnome to give away his candy and make everyone have the same number of candies.

Therefore, the answer to the question is: he did not give his candy to anyone, because he could not.