# Average Velocity Calculator

Average velocity calculator is really nice tool to use and it will help you solve all your problem related to average velocity.

Initial Velocity $$(U)$$
Final Velocity $$(V)$$

#### Input data

$$Initial\ Velocity\ U = 72\ m/s$$ $$Final\ Velocity\ V=6\ m/s$$

#### Solution :

$$\overline{v}=39\ m/s$$

#### Formula

$$\overline{v} = \dfrac{( v + u )}{2}$$ Where: $$\overline{v} = average\ velocity$$ $$v = final\ velocity$$ $$u = initial\ velocity$$

Average Velocity
Final velocity

#### Input Data

$$Average\ Velocity \overline{v}=45\ m/s$$ $$Final\ Velocity=6\ m/s$$

#### Solution

$$u =84\ m/s$$

#### Formula

$$u = ( 2\overline{v} - v)$$ Where: $$\overline{v} = average\ velocity$$ $$v = final\ velocity$$ $$u = initial\ velocity$$

Average Velocity
Initial Velocity

#### Input Data

$$Average\ Velocity= 45\ m/s$$ $$Initial\ velocity\ (\overline {v})= 6\ m/s$$

#### Solution

$$Final\ Velocity = 84\ m/s$$

#### Formula

$$v = 2\overline{v} - u$$ Where: $$\overline{v} = average\ velocity$$ $$v = final\ velocity$$ $$u = initial\ velocity$$

## How to use this average velocity calculator?

Average velocity calculator is really nice tool to use and it will help you solve all your problem related to average velocity. We have become lazy these days and we need all a calculator every time to use. So that’s why we have created these tool so that  we can solve our problems easily. This tool is fast to solve all your problems so you will be completing your task on daily bases.

This tool have been created for students and all the individual who want to use this tool. This tool is really nice and it can help so many people. But yeah it wont show you step by step solution.

Even if you don’t have proper knowledge of the  average velocity. Then still you can learn from our small articles where we have described the average velocity.

## What is average Velocity calculator?

Normal speed (v) of an article is equivalent to its last speed (v) in addition to starting speed (u), isolated by two.

v¯¯¯=(v+u)2

Where:

v¯¯¯ = normal speed

v = last speed

u = introductory speed

The normal speed mini-computer settles for the normal speed utilizing similar technique as finding the normal of any two numbers. The amount of the underlying and last speed is isolated by 2 to locate the normal. The normal speed mini-computer utilizes the equation that shows the normal speed (v) approaches the amount of the last speed (v) and the underlying speed (u), separated by 2.

Speed counts utilized in number cruncher:

Settling for the various factors we can utilize the accompanying recipes:

Given v and u, ascertain v

Given introductory speed and last speed compute the normal speed.

v¯¯¯=(v+u)2

Given v and v ascertain u

Given normal speed and last speed ascertain the underlying speed.

u=2v¯¯¯−v

Given v and u compute v

Given normal speed and introductory speed compute the last speed.

v=2v¯¯¯−u

During a 5k race, the speeds of sprinters are taken toward the start and end of the third mile. On the off chance that Runner An is running at 10 mph toward the beginning of the mile and 7.5 mph toward its finish, what is her normal speed?

In this issue the underlying speed is 10 mph and the last speed is 7.5 mph. Utilizing the equation, we figure v to be equivalent to (10+7.5) mph/2 giving us 8.75 mph as Runner A's normal speed.

### How to use this average velocity calculator?

Average velocity calculator is really an simple calculator that anyone can use it. This calculator can be used very easily. Anyone can use this calculator by following some very simple steps.

So as you can see on this calculator and your desktop screen we have we have given some text box where you can input your value.

So enter you value in this box and also crosscheck it so you won’t get the wrong answer.

After entering your value you just have to simple click on the calculate button so that you will get the answer.

And that's all you have to do to use this tool.

Tips: you can also bookmark this tool so that you can easily access it again when you need it. You don't even have to search it again.

A.