Question

Самокат и собачонка Весят, как одна девчонка .Шустрый пес без самоката Весит точно ,как котята,Их в лукошке ровно пять,Можешь ты теперь узнать Сколько весит та девчонка В пересчете на котенка.Но при этом надо знать:Самокат весит ровно семь котят и вдобавок шустрый пес:Вот такой тебе вопрос.1)вес девочки равен весу 17 котят;2)вес девочки равен весу 12 котят;3)вес девочки равен весу 10 котят

Answer 1

Вес девочки равен весу 12 котят

Answer 2

Solution:

To solve this riddle, we can break it down into the following steps:

1. Determine the weight of the scooter. 2. Calculate the weight of the dog without the scooter. 3. Find the weight of the girl by converting the weight of the scooter and the dog into the weight of kittens.

Let's start by calculating the weight of the scooter.

1. Weight of the Scooter: - The scooter weighs as much as one girl and seven kittens. - Therefore, the weight of the scooter is equivalent to 7 kittens + 1 girl.

2. Weight of the Dog without the Scooter: - The quick dog weighs the same as kittens. - So, the weight of the dog without the scooter is equivalent to the weight of kittens.

3. Weight of the Girl: - The weight of the girl can be calculated by converting the weight of the scooter and the dog into the weight of kittens.

Calculation:

- Let's assume the weight of the girl is represented by "G" and the weight of one kitten is represented by "K". - From the given information, we have: - Weight of the scooter = 7K + G - Weight of the dog without the scooter = K - Total weight of the girl, scooter, and dog = 5K

- We can set up the equation: - 7K + G + K = 5K - 8K + G = 5K - G = 5K - 8K - G = -3K

Conclusion:

- The weight of the girl is equal to the weight of -3 kittens. However, since weight cannot be negative, this riddle does not have a valid solution based on the given information.

Therefore, the correct answer is: The weight of the girl cannot be determined based on the given information.