
Туристы плыли 4,5ч на плоту а затем 1,5ч на байдарке.скорость течения реки 2км/ч а скорость
байдарки в стоячей воде 20км/ч.какое расстояние проплыли туристы?

Ответы на вопрос




2) 1,5*(2+20) = 33 км - проплыли на байдарке
3) 9+33 = 42 км - проплыли всего
Ответ: 42км проплыли туристы



Calculation of the Distance Traveled by Tourists
To calculate the distance traveled by the tourists, we need to consider the time spent on the raft and the time spent on the kayak, as well as the speeds of the current and the kayak.
Given: - Time spent on the raft: 4.5 hours - Time spent on the kayak: 1.5 hours - Speed of the river current: 2 km/h - Speed of the kayak in still water: 20 km/h
To calculate the distance traveled on the raft, we can use the formula:
Distance = Speed × Time
The speed of the raft is the sum of the speed of the current and the speed of the kayak in still water:
Speed of the raft = Speed of the current + Speed of the kayak
Let's calculate the distance traveled on the raft first:
Distance on the raft = (Speed of the current + Speed of the kayak) × Time spent on the raft
Substituting the given values:
Distance on the raft = (2 km/h + 20 km/h) × 4.5 hours
Calculating the distance on the raft:
Distance on the raft = 22 km/h × 4.5 hours
Now, let's calculate the distance traveled on the kayak:
Distance on the kayak = Speed of the kayak × Time spent on the kayak
Substituting the given values:
Distance on the kayak = 20 km/h × 1.5 hours
Calculating the distance on the kayak:
Distance on the kayak = 30 km
Finally, to find the total distance traveled by the tourists, we add the distance on the raft and the distance on the kayak:
Total distance traveled = Distance on the raft + Distance on the kayak
Substituting the calculated values:
Total distance traveled = 22 km + 30 km
Calculating the total distance traveled:
Total distance traveled = 52 km
Therefore, the tourists traveled a total distance of 52 kilometers.


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