Question

Две Игрушечные машинки находятся на расстоянии 4395мм одна от другой.Одновременно они начинают двигаться в противоположных направлениях со скоростями 560 мм, и 712 мм\мин..Какое расстояние будет между ними через 3 минуты?

Answer 1

1. (560 + 712) * 3 = 3816
2. 4395 + 3816 = 8211

Answer 2

Calculation of the Distance between the Toy Cars

To calculate the distance between the two toy cars after 3 minutes, we need to consider their initial distance and the speeds at which they are moving.

Given: - Initial distance between the toy cars: 4395 mm - Speed of the first toy car: 560 mm/min - Speed of the second toy car: 712 mm/min - Time: 3 minutes

To find the final distance between the toy cars, we can use the formula:

Final Distance = Initial Distance + (Speed of the first toy car * Time) - (Speed of the second toy car * Time)

Let's substitute the given values into the formula and calculate the final distance.

Final Distance = 4395 + (560 * 3) - (712 * 3)

Calculating the values:

Final Distance = 4395 + 1680 - 2136

Final Distance = 3948 mm

Therefore, the distance between the two toy cars after 3 minutes will be 3948 mm.