
Катер от пристани А до пристани В двигался со скоростью 80км/ч, а в обратную сторону со скоростью
120км/ч относительно берега. Найдите среднюю скорость движения катера на всем пути (туда и обратно)

Ответы на вопрос

Ответ:
100 км\ч
Объяснение:
v ==100 км\ч



Ответ:
Объяснение:
80км/ч + 120 км/ч= 200км/ч- разом
200:2= 100



Calculation of Average Speed
To find the average speed of the boat on the entire journey (both ways), we can use the formula:
Average Speed = Total Distance / Total Time
Let's calculate the average speed step by step.
1. Distance from Port A to Port B: - The boat travels from Port A to Port B with a speed of 80 km/h. - Let's assume the distance between Port A and Port B is d kilometers.
2. Distance from Port B to Port A: - The boat travels from Port B to Port A with a speed of 120 km/h. - The distance from Port B to Port A is also d kilometers.
3. Total Distance: - The total distance covered by the boat on the entire journey (both ways) is 2d kilometers.
4. Time taken from Port A to Port B: - The time taken to travel from Port A to Port B can be calculated using the formula Time = Distance / Speed. - The time taken from Port A to Port B is d / 80 hours.
5. Time taken from Port B to Port A: - The time taken to travel from Port B to Port A is d / 120 hours.
6. Total Time: - The total time taken for the entire journey (both ways) is (d / 80) + (d / 120) hours.
Now, let's calculate the average speed using the formula mentioned earlier:
Average Speed = Total Distance / Total Time
Average Speed = (2d) / [(d / 80) + (d / 120)]
Simplifying the expression:
Average Speed = (2d) / [(3d + 2d) / (240d)]
Average Speed = (2d) * (240d) / (3d + 2d)
Average Speed = (480d^2) / (5d)
Average Speed = 96d km/h
Therefore, the average speed of the boat on the entire journey (both ways) is 96d km/h.
Please note that the specific value of d (the distance between Port A and Port B) is not provided in the question, so we cannot determine the exact average speed.


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