(100,000 meters/hour) x (0.13 second) / (3,600 seconds / hour) = 3.6111 meters (rounded, repeating)
3.61 meters
velocity=distance/time for uniform velocity. You need units for both the time and the distance to get a correct answer. Example: the speed limit is 65 miles/hour
KPH stands for kilometers per hour, which is a unit of measuring speed or velocity in the metric system. It represents the distance traveled in kilometers in one hour.
10000 m/s2.
The answer is very simple. The words "constant velocity" are the definition of zero acceleration.
Usually meters/second, but it could be miles per hour or kilometers per hour. Essentially velocity is speed and is measured in unit distance per unit time.
Just divide the distance by the time. The answer is in meters/second. If you want to convert that to the more commonly used kilometers/hour, multiply the number of meters/second by 3.6.
As Velocity = Distance ÷ Time, then Time = Distance ÷ Velocity. The time taken for the run = 12 ÷ 9.2 = 1.304 hours (or 1 hour 18 minutes 16 seconds)
The speed of the car is the rate at which it covers distance, measured in kilometers per hour. The velocity of the car is the rate at which it changes position, including direction, measured in kilometers per hour in a specific direction. Without the value of distance traveled or the specific direction (north) covered, the speed and velocity of the car cannot be determined.
Assuming you're driving in a constant direction, then whatever your speed/velocity is in km/hr is your distance
To divide 21 kilometers per hour into 3 seconds, you first need to convert 21 km/h into km/s by dividing it by 3600 (since there are 3600 seconds in an hour). This gives you 0.00583 km/s. Then, you can multiply this value by 3 seconds to find the distance covered in 3 seconds, which is approximately 0.0175 kilometers.
Velocity is basically speed. Take the distance traveled and divide by the time. (Distance/Time).common units are:Miles per Hour (MPH)Meters per second (m/s)Kilometers per hour (KPH)feet per second (fps)