Question

Розв'яжи задачу Вiд двох наметових містечок відстань між якими 1476м, одночасно назустріч одна одній вийшли дві групи скаутiв. Одна група йшла зі швидкістю 65 м/хв, друга - зі швидкістю 58 м/хв. Через скільки хвилин групи зустрілися? дам 20 баллов​ ОЧЕНЬ СРОЧНО!!!!!!!

Answer 1

Пошаговое объяснение:

1)56+58=114(м/хв)-швидкість зближення

2)1476÷114=12,9(хв)

Answer 2

To solve this problem, we can use the formula:

Distance = Speed x Time

Let's denote the time it takes for the groups to meet as 't' minutes.

The distance covered by the first group is given by: Distance1 = Speed1 x t

The distance covered by the second group is given by: Distance2 = Speed2 x t

Since the groups are moving towards each other, the sum of their distances should be equal to the total distance between the two towns:

Distance1 + Distance2 = 1476

Substituting the values of Speed1, Speed2, and the equation above, we can solve for 't':

(65 x t) + (58 x t) = 1476

Simplifying the equation:

123t = 1476

Dividing both sides by 123:

t = 12

Therefore, the groups will meet after 12 minutes.

Please note that the answer is based on the information provided in the question.