Question

На спортивных соревнованиях 62 мальчика и 93 девочки участвовали в равных по составу командах. Сколько мальчиков было в каждой команде?

Answer 1

1) 93-62=31
2) 93÷31=3 (девочки в команде)
3) 62÷31=2 (мальчика)
Два мальчика и три девочки

Answer 2

Calculating the Number of Boys in Each Team

To find out how many boys were in each team, we can use a simple algebraic equation. Since there were 62 boys and 93 girls in equal teams, we can represent the number of boys in each team as 'x' and the number of girls in each team as 'y'. The total number of boys and girls can be represented as: - Boys: 62 = 2x - Girls: 93 = 2y

By solving these equations, we can find the value of 'x', which represents the number of boys in each team.

Solution

- Boys: 62 = 2x - Dividing both sides by 2, we get: x = 31 - Girls: 93 = 2y - Dividing both sides by 2, we get: y = 46.5

Since the number of girls cannot be a fraction, it's likely that the number of girls in each team was intended to be 46. Therefore, in each team, there were 31 boys and 46 girls.