Traveling at a constant speed
A car traveling at constant speed travels 150km in 7200 s. How long does it take the exact vehicle to cover this distance? Often, the answer is 2 hours and 15 minutes, but sometimes it is more complicated than that. The formula used to solve this problem is quite simple: if the car is traveling at 75km per hour for 7200 s, it will take two hours and 15 minutes to travel 150km.
If a car travels at a constant speed, it takes seventy-two seconds to cover 150 km. That is about one hour and one-half hours. This means that the car will have traveled 150 km in 7200 s. The answer to this question is two and a half hours. The answer is three and a half hours, respectively.
The distance can be measured in kilometers. Assuming that the car is traveling at a constant speed, it will cover 150km in seven and a half hours. The distance can be expressed in the appropriate units. The car's torque is calculated by multiplying the force applied at 90 degrees to the lever arm at a given distance from the pivot point by the compound SI unit of torque: N m.
For example, if a car travels at a constant speed, it can travel 150km in 7200 s. Similarly, a train would travel 150km in two hours and ninety minutes. A car would have a higher speed if it were going at a higher rate. In this case, the time it takes to cover 150km is the same as when it would take a car to cover the same distance.
A car traveling at constant speed travels 150km in seven and a half hours. The time required for a train to cover 150km is about twice that of a car, but the difference between the two can be much more significant. The train would be traveling at 120km per hour in the same distance. If the car were traveling at the same rate as a train, it would have a lower speed.
A car traveling at a constant speed travels 150 km in 7200 seconds. This speed is equal to one hundred thousand kilometers in seven years. The distance traveled by car is the same as the train's distance traveled in a year. A train would travel at high speed in five months in a similar example. Then, the time of a plane in seven days could be more than doubled if a plane were to make the same trip in the same amount of time.
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