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MasterMath

KM/H to M/S Converter

Type the amount and the conversion appears straight away, both ways. Physics problems, engineering specifications and wind measurements need metres per second, while everyday speeds come in kilometres per hour.

The two fields are linked: type in either one and the other updates.

Result

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How this was worked out

    The exact equivalent

    Divide by 3.6. It comes from 1,000 metres per kilometre divided by 3,600 seconds per hour.

    1 km/h = 0.27777778 m/s
    1 m/s = 3.6 km/h

    How to convert it by hand

    Just multiply by the conversion factor. To go from kilometres per hour to metres per second, multiply by 0.277778; to come back, divide by that same number or multiply by 3.6.

    For example: 25 km/h × 0.277778 = 6.9444 m/s.

    A tip that saves mistakes: check the result goes the way you expect. If metres per second are a smaller unit than kilometres per hour, the number has to come out bigger. If it comes out smaller, you divided when you should have multiplied.

    Conversion table

    km/hm/s
    10.2778
    20.5556
    51.3889
    102.7778
    205.5556
    5013.8889
    10027.7778

    Reference points to picture it

    ReferenceEquals
    A motorway speed120 km/h = 33.3 m/s
    A city speed50 km/h = 13.9 m/s
    A walking pace5 km/h = 1.4 m/s
    A strong gale75 km/h = 20.8 m/s

    The trick for doing it in your head

    Divide by 3.6, or for a rough version divide by 4 and add 10%. For 100 km/h: 25 plus 2.5 gives 27.5 m/s, against a true 27.8.

    It is fine for getting by without a phone, but not for anything that depends on precision: in a recipe, on a building site or in a dose, use the exact conversion.

    Frequently asked questions

    Why divide by 3.6?

    Because a kilometre is 1,000 metres and an hour is 3,600 seconds. 1,000 ÷ 3,600 = 0.2778, and dividing by 3.6 is the same thing.

    How many m/s is 100 km/h?

    27.78 m/s. It is the figure to use in any kinematics calculation, since SI formulas expect metres and seconds.

    Why does physics use m/s?

    Because they are the SI base units. Mixing km/h into an equation involving acceleration in m/s² gives an answer that is wrong by a factor of 3.6.

    What is a useful mental anchor?

    36 km/h is exactly 10 m/s. Scale from there.