Question

двигаясь равномерно прямолинейно тело за 10 с прошло 5м решение за сколько часов это тело двигаясь с той же скоростью и в том же направлении пройдет путь 60км

Answer 1

10сек-5м
Xсек-60000м
x=(60000*10):5=120000сек=33ч

Answer 2

Зная расстояние и время мы сможем найти скорость, с которой тело двигается постоянно по формуле v=$\frac{S}{t}$.

v=$\frac{5}{10}$=0,5 м/с

Переводим единицы 60км=60000м

Теперь найдем время, по формуле t=$\frac{S}{v}$

t=$\frac{S}{v}$=$\frac{60000}{0,5}$=120000c

Answer 3

#### Problem Analysis We are given that a body moves uniformly and rectilinearly for 10 seconds and covers a distance of 5 meters. We need to determine how many hours it will take for the body to cover a distance of 60 kilometers while moving at the same speed and in the same direction. #### Solution To solve this problem, we can use the formula for average speed: **Average Speed** = **Distance** / **Time** We know that the body moves uniformly and rectilinearly, so its speed remains constant. Therefore, the average speed is equal to the speed of the body. Let's calculate the speed of the body using the given information: **Speed** = **Distance** / **Time** = 5 meters / 10 seconds Now, we can calculate the time it will take for the body to cover a distance of 60 kilometers using the speed we just calculated: **Time** = **Distance** / **Speed** = 60,000 meters / (5 meters / 10 seconds) To convert the time from seconds to hours, we divide by 3600 (the number of seconds in an hour): **Time** = (60,000 meters / (5 meters / 10 seconds)) / 3600 seconds/hour Let's calculate the time: **Time** = (60,000 meters / (5 meters / 10 seconds)) / 3600 seconds/hour = 2000 seconds / 3600 seconds/hour Now, let's simplify the expression: **Time** = 2000 seconds / 3600 seconds/hour = 0.5556 hours Therefore, it will take approximately 0.5556 hours for the body to cover a distance of 60 kilometers while moving at the same speed and in the same direction. #### Answer It will take approximately **0.5556 hours** for the body to cover a distance of **60 kilometers** while moving at the same speed and in the same direction.