Velocity measurement is a very important computation used in mechanical physics. It is the vector measurement of the rate and direction of the motion. In simple words, velocity is the speed at which something moves in a particular direction. For example as the speed of a car travelling north on a highway, or the speed a rocket travels after launching. The scalar means the absolute value magnitude of the velocity vector is always be the speed of the motion. In this article, the student will learn the Velocity formula physics with suitable examples. Let us learn the concept!

**Velocity Formula Physics**

**Concept of Velocity:**

Velocity is the measurement of how quickly an object can move. Therefore, the velocity is the change in the position of an object and then divided by the time. Velocity will have the magnitude as well as a specific direction. The general way to calculate the constant velocity of some object moving in a straight line is to divide the distance by time taken.

Source: en.wikipedia.org

**Formula for Velocity:**

In simple way, it is

\(V = \frac {d}{t}\)

In other way the Velocity Formula Physics is,

\(V = \frac {Change in Position } {time}\)

i.e. \(V = \frac {(X_f – X_i)}{ time }\)

Also, \(V = \frac {\Delta X}{t}\)

Where,

V | Velocity (m/second) |

\(X_f\) | the final position (m) |

\(X_i\) | the initial position (m) |

t | the time in which the change occurs (sec) |

\(\Delta x\) | short form for “the change in” position (m) |

In the calculus terms, it is the first derivative of the position taken with respect to time. We can compute the velocity by using a simple formula that uses distance, and time.

The SI units for velocity is meters per second. But, velocity may also be expressed in any other unit of distance per time unit.

Velocity measures motion starting from one place and heading towards another place. In other words, we use measures of velocity to determine how quickly you (or anything in motion) will arrive at a destination from a given location. For example, if a train leaves Penn Station in New York at 2 p.m., then we may know the velocity at which the train is moving north. Also, we may predict when it will arrive at some Station.

**Solved Examples for Velocity Formula Physics**

Q.1: A boat is in a 1000 m race, and it crosses the starting line at its full speed. Then it reaches the finish line within exactly 1 minute and 20 seconds. Determine the velocity of the boat in meter per second.

Solution: The initial position will be the starting line, which we can get the value,

\(X_i = 0.00 m.\)

The finish line will be 1000 m from the start,

Thus \(X_f = 1000 m.\)

The time taken by the boat to travel that distance, t = 60 + 20 sec = 80.0 sec.

The velocity can be found using the formula as:

\(V = \frac {(X_f – X_i)}{ time }\)

\(= \frac {(1000 – 0 )}{ 80 }\)

= 12.5 meter per sec.

Therefore, the velocity will be \(12.5 m s^{-1}\). Its direction will be towards the finish line.

Q.2: A submarine descends 150 meters in 5 seconds. Find out the Velocity of the submarine.

Solution: Known parameters are,

Distance travelled, d = 150 meter,

Time taken, t = 5 seconds

\(V = \frac {d}{t}\)

\(V = \frac {150}{5}\)

V= 30 m per sec.

Therefore of the velocity of the submarine will be \(30 ms^{-2}.\)

Typo Error>

Speed of Light, C = 299,792,458 m/s in vacuum

So U s/b C = 3 x 10^8 m/s

Not that C = 3 x 108 m/s

to imply C = 324 m/s

A bullet is faster than 324m/s

I have realy intrested to to this topic

m=f/a correct this

M=f/g

Interesting studies

It is already correct f= ma by second newton formula…