Question

Две машины одновременно выехали из двух пунктов навстречу друг другу первая машина проходит за час 1/3 этого расстояния а вторая машина 1/2 его часть . через какое время они встретятся

Answer 1

1/2+1/3=5/6 КМ/Ч СКОРОСТЬ СБЛИЖЕНИЯ
Весь путь =1
1:5/6=6/5 часа или 1час 12мин

Answer 2

Problem Analysis

Two cars are traveling towards each other from two different points. The first car covers 1/3 of the total distance in one hour, while the second car covers 1/2 of the total distance in the same amount of time. We need to determine how long it will take for the cars to meet.

Solution

Let's assume the total distance between the two points is D.

The first car covers 1/3 of the distance in one hour, which means it covers (1/3) * D in one hour.

The second car covers 1/2 of the distance in one hour, which means it covers (1/2) * D in one hour.

To find the time it takes for the cars to meet, we can set up the following equation:

(1/3) * D + (1/2) * D = D

Simplifying the equation, we get:

(2/6) * D + (3/6) * D = D

(5/6) * D = D

Now, we can solve for D:

(5/6) * D = D

5D = 6D

D = 0

This means that the total distance between the two points is 0. However, this doesn't make sense in the context of the problem. It seems there might be an error or missing information in the given question.

Please double-check the information provided or provide additional details if available, so we can provide a more accurate answer.