Question

Теплоход за 2 дня прошёл 350 км. В первый день он был в пути 8 часов,а во второй-6 часов. Какое расстояние он прошёл в каждый из этих дней,если шёл с одинаковой скоростью? Напишите ток условие

Answer 1

8+6=14ч всего времени, 350/14=25км в ч, 25*8=200 1 день, 25*6 2 день

Answer 2

Task Description

You are given a problem where a boat traveled a total distance of 350 km in 2 days. On the first day, it was in motion for 8 hours, and on the second day, it was in motion for 6 hours. The boat traveled at a constant speed. You need to determine the distance the boat traveled on each of the two days.

Solution

To find the distance the boat traveled on each day, we can use the formula:

Distance = Speed × Time

Let's denote the distance traveled on the first day as D1 and the distance traveled on the second day as D2. We are given that the boat traveled a total distance of 350 km, so we can write the equation:

D1 + D2 = 350

We are also given that the boat traveled for 8 hours on the first day and 6 hours on the second day. Since the boat traveled at a constant speed, we can assume that the speed remained the same on both days. Therefore, we can write the equations:

D1 = Speed × 8

D2 = Speed × 6

Substituting these equations into the first equation, we get:

Speed × 8 + Speed × 6 = 350

Simplifying the equation, we have:

14 × Speed = 350

Solving for the speed, we find:

Speed = 350 / 14 = 25 km/h

Now, we can substitute the speed back into the equations for D1 and D2 to find the distances traveled on each day:

D1 = 25 × 8 = 200 km

D2 = 25 × 6 = 150 km

Therefore, the boat traveled 200 km on the first day and 150 km on the second day.

Answer

The boat traveled 200 km on the first day and 150 km on the second day, assuming it traveled at a constant speed.