furlong per fortnight to speed of sound conversion

Conversion number between furlong per fortnight [fur/fn] and speed of sound [s] is 4.854283499701 × 10-7. This means, that furlong per fortnight is smaller unit than speed of sound.

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from speed of sound to furlong per fortnight conversion

Enter the number in furlong per fortnight:

Decimal Fraction Exponential Expression
eg.: 10.12345 or 1.123e5

Result in speed of sound

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Calculation process of conversion value

High precision conversion

If conversion between furlong per fortnight to metre-per-second and metre-per-second to speed of sound is exactly definied, high precision conversion from furlong per fortnight to speed of sound is enabled.

Since definition contain rounded number(s) too, there is no sense for high precision calculation, but if you want, you can enable it. Keep in mind, that converted number will be inaccurate due this rounding error!


furlong per fortnight to speed of sound conversion chart

Start value: [furlong per fortnight]
Step size [furlong per fortnight]
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furlong per fortnightspeed of sound
104.854283499701 × 10-6
209.708566999402 × 10-6
301.4562850499103 × 10-5
401.9417133998804 × 10-5
502.4271417498505 × 10-5
602.9125700998206 × 10-5
703.3979984497907 × 10-5
803.8834267997608 × 10-5
904.3688551497309 × 10-5
1004.854283499701 × 10-5
1105.3397118496711 × 10-5
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Multiple conversion

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Details about furlong per fortnight and speed of sound units:

Convert Furlong per fortnight to other unit:

furlong per fortnight

Definition of furlong per fortnight unit: ≡ (mi/8) / 14 days = 201.168 m / (14x86400 s). This is a kind of funny speed unit based on unusual length and time units. Furlong is equal to eighth of mile. Fortnight is 2 weeks time (= 14 days). Two quotients give the fur/fn speed.

Convert Speed of sound to other unit:

speed of sound

Definition of speed of sound unit: ≡ (1.4 x 286 x (20+273.15) )-2. Speed of sound in the air. But this speed varies between 295-340 m/s depending on the air temperature and pressure. From the NASA formula I calculated the speed on sea level at 20°C.

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