Question

Друзья идут в лодочный поход на 3 дня собираюсь проплыть 126 км В первый день они будут идти на веслах 8ч. а второй 7ч. третий 6ч. Сколько километров нужно проплывать ежедневно если они будут двигаться с одной и той же скоростью?

Answer 1

Скорость с который они плывут равняется шести

Answer 2

Calculation of Daily Distance in a 3-Day Boat Trip

To calculate the daily distance that needs to be covered during a 3-day boat trip, we need to divide the total distance of 126 km by the number of hours spent rowing each day.

On the first day, they will row for 8 hours. Assuming they maintain a constant speed throughout the day, we can calculate the distance covered on the first day as follows:

Distance on the first day = Speed x Time = Speed x 8 hours

On the second day, they will row for 7 hours. Again, assuming a constant speed, we can calculate the distance covered on the second day as:

Distance on the second day = Speed x Time = Speed x 7 hours

Finally, on the third day, they will row for 6 hours, and we can calculate the distance covered as:

Distance on the third day = Speed x Time = Speed x 6 hours

To find the speed, we can divide the total distance of 126 km by the sum of the hours spent rowing on all three days:

Speed = Total Distance / (8 hours + 7 hours + 6 hours)

Now, let's calculate the daily distance they need to cover:

Daily Distance = Total Distance / Total Hours

Substituting the values, we get:

Daily Distance = 126 km / (8 hours + 7 hours + 6 hours)

Calculating the sum of the hours:

Daily Distance = 126 km / 21 hours

Simplifying the equation:

Daily Distance = 6 km

Therefore, they need to cover 6 km every day to complete the 3-day boat trip.

Please note that the search results provided by You.com did not contain relevant information for this specific calculation. The calculation was performed based on the given information and mathematical principles.