Find Velocity for d = 838 ft, t = 1 sec
Find the Velocity using Distance Method for d = 838 ft, t = 1 sec taking the help of Velocity Calculator by Distance Method in a matter of seconds.
Ex: 10,167,48 or 90
Detailed Steps to find Velocity for d= 838 ft, t = 1 sec
We know that the Velocity is defined as the rate change of displacement per unit time. Speed in a specific direction. Velocity is equal to distance divided by time.
So from the above sentence, we get the formula i.e
Distance / Time
Given that, Distance = 838 ft & Time = 1 sec
Substitute the given values in the formula
838 ft / 1 sec
∴ Velocity = 838.0 ft/sec
Velocity Results of d = 838 ft in t = 1 sec in different Units
| Values | Units |
|---|---|
| 255.409936 | m/s |
| 919.47577 | km/hr |
| 837.959134 | f/s |
| 571.352027 | mph |
| 0.025541 | km/s |
| 0.51956 | mi/s |
| 50277.548065 | ft/m |
| 15324.59616 | m/min |
| 25540.9936 | cm/sec |
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