How do I convert 1 km/h to m/s?

Change km/h to m/s

convert The units of a particular speed are changed from kilometres per hour to metres per second when we convert km/h to m/s. For instance, if a bus’s speed is 220 m/s and a car’s speed is 80 km/h, we need to compare the two. When both speeds are applied to the same unit, this is possible. To compare and determine whether car moves quicker, we should either km/h to m/s formula the speed in m/s to km/h or vice versa. A conversion factor is used to do this conversion.

To better comprehend the idea of unit conversion from km/h to m/s, let’s have a look at this subject.

What do m/s and km/h mean?

The symbol for the speed represented in terms of kilometres per hour is km/h. Here, “km” stands for kilometres, while “h” stands for an hour. It specifies the distance covered in an hour in kilometres. “Kilometer per hour” should be read. The unit of speed known as m/s, on the other hand, is represented in terms of metres and seconds, with m standing for metres and s for seconds. It specifies the distance covered in a second in terms of metres. “Meter per second” is how it should be pronounced. Physics and mathematics employ these units and unit conversions to answer different queries about the subject.

What is the general conversion formula for km/h to m/s?

Understanding the formula to change km/h to m/s is easy. Let’s first how to convert km/h to m/min one kilometre to one metre and one hour to one second, separately. We are aware that one hour is 3600 seconds and one kilometre is 1000 metres. Today, one kilometre per hour may alternatively be expressed as 1000/3600 metres per second, or 1 km/h. Hence, the formula for converting km/h to m/s is as follows. Further simplification of 1000/3600 yields 5/18, which serves as a conversion factor.

With the method above, it is now feasible to convert km/h to m/s. To how to convert km/h to m/s 5/18 the given speed (in km/h) to m/s, we multiply it by the proportion 1000/3600. The reduced form (5/18) may also be used as the conversion factor.


How Do I Convert From KPH To MPH?

We utilise the following procedures in order to convert km/h to m/s. The figure in km/h is then multiplied by 1000 (1 km = 1000 m). By doing this, the numerator will be converted from kilometres to metres. After that, we must divide the result by 3600 (1 hour is equal to 3600 seconds). By doing this, the denominator’s unit is changed from hours to seconds. By simplifying the result, we finally get the value in m/s.

Adding 5/18, which is the condensed version of 1000/3600, to the provided speed of km/h will also convert it to m/s. For instance, we multiply 90 by 5/18 to how to convert km to m 90 km/h to m/s. The result of simplifying is (5/18) 90 = 25 m/s. 90 km/h is thus equivalent to 25 m/s.

Advice on converting km/h to m/s

Here are a few helpful hints and shortcuts for 72 km/h to m/s km/h to m/s. These guidelines will make it simple for you to go from km/h to m/s and vice versa.

  • One kilometre per hour is equal to 1000 metres divided by 3600 seconds, or, in its abbreviated form, one kilometre per hour is equal to 5/18 metres per second.
  • Just multiply the specified speed in km/h by the fraction 5/18 to convert it to m/s.
  • Just multiply the specified speed in m/s by the fraction 18/5 to convert it to km/h.

Converting from km/h to m/s examples with solutions

Example 1: Judy was driving her automobile at a 144 km/hr rate of speed. What is the car’s speed in m/s?


The supplied speed must be multiplied by the 36 km/h to m/s ratio, which is 1000/3600 or 5/18 (the abbreviated form), to get the result in m/s. Hence, when we multiply 144 by 5/18, the result is: 144 x (5/18) = 40. Hence, 40 m/s is equivalent to 144 km/h. Moreover, the car’s speed in m/s is 40.

Example 2: In order to determine which of two speed values—18 km/h and 20 m/s—is greater, Jack must compare them. Can you aid this man?


In this case, one speed is given in km/h while the other is given in m/s. We must how to convert km/h to m/s in physics the two units to a single unit in order to compare the data. Hence, let’s translate 18 km/h to m/s. We will multiply 18 km/h by 5/18 to convert it to m/s (the conversion factor). 18 × (5/18) = 5 m/s. Now that both speeds are expressed in m/s, we may contrast them. We can observe that 20 m/s is the faster speed when comparing 5 m/s with that speed. 20 m/s is thus more than 18 km/h.

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