
Стриж пролетает за 10 с 800 м.Может ли он обогнать электроваз "ВЛ-23",движущийч со скоростью 90
км/ч?

Ответы на вопрос







Can the Strizh train overtake the Electrovaz "VL-23" car?
To determine if the Strizh train can overtake the Electrovaz "VL-23" car, we need to compare their speeds and distances traveled.
According to the information provided, the Strizh train covers a distance of 10,800 meters in 10 seconds. However, the speed of the Electrovaz "VL-23" car is given as 90 km/h.
To make a fair comparison, we need to convert the speed of the car from kilometers per hour to meters per second.
Converting the speed of the Electrovaz "VL-23" car:
1 kilometer = 1000 meters 1 hour = 3600 seconds
Therefore, the speed of the Electrovaz "VL-23" car can be calculated as follows:
90 km/h = (90 * 1000) meters / (3600 seconds) = 25 meters/second.
Now that we have the speed of both the Strizh train and the Electrovaz "VL-23" car in meters per second, we can compare them.
The Strizh train covers a distance of 10,800 meters in 10 seconds, which means its speed is:
Distance / Time = 10,800 meters / 10 seconds = 1080 meters/second.
Comparing the speeds, we find that the Strizh train has a speed of 1080 meters/second, while the Electrovaz "VL-23" car has a speed of 25 meters/second.
Conclusion:
Based on the given information, the Strizh train has a significantly higher speed than the Electrovaz "VL-23" car. Therefore, it is highly likely that the Strizh train can overtake the car.
Please note that this conclusion is based on the information provided and assumes that both vehicles maintain their respective speeds throughout the entire duration of the race. Factors such as acceleration, deceleration, and other variables may affect the outcome in real-world scenarios.


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