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Average Velocity Calculator

Enter any two inputs and click on Calculate button


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

d : m
t : s
v : m/s





How to use this Average Velocity Calculator 🤔

  1. There are input fields for Distance \((d)\), Time \((t)\), and Average Velocity \((v)\). Enter any two inputs and click on Calculate button.
  2. The calculator uses the \( v = \frac{ d }{ t }\) formula, substitues given values, and calcuates the missing value.
  3. The missing value is calcuated and displayed in the input field. Also, the caculation is displayed under the input section.

What is Average Velocity?

Average velocity is a measure of the overall speed and direction of an object as it moves from one point to another. It is calculated by dividing the total distance traveled by the time it takes to travel that distance.

Calculating Average Velocity

The average velocity of an object is calculated using the formula:

\( v = \frac{d}{t} \).

In this formula, d represents the distance traveled, and t represents the time taken to travel that distance.


Input and Output Combinations of the Average Velocity Calculator

Here are the input combinations available for the calculator, along with the formulas it uses to calculate the corresponding outputs.

Calculator InputsSet #1
  • d Distance
  • t Time

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Average Velocity\(v = \)\( \frac{ d }{ t } \)
2 Examples
Calculator InputsSet #2
  • d Distance
  • v Average Velocity

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Time\(t = \)\( \frac{ d }{ v } \)
1 Example
Calculator InputsSet #3
  • v Average Velocity
  • t Time

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Distance\(d = \)\( v \times t \)
1 Example


Examples

1

What is the averate velocity of an object, when it travelled a distance of 10 m in 2 s.

Answer

Given:

  • distance travelled by the object, d = 10 m
  • time taken by the object to travel the distance, t = 2 s

Calculating average velocity (v)...

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

\( v = \) \( \frac{10}{2} \)

\( v = \) 5 m/s

2

What is the averate velocity of an object, when it travelled a distance of 108 m in 3 s.

Answer

Given:

  • distance travelled by the object, d = 108 m
  • time taken by the object to travel the distance, t = 3 s

Calculating average velocity (v)...

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

\( v = \) \( \frac{108}{3} \)

\( v = \) 36 m/s

3

What is the time taken by an object to travel a distance of 100 m with a velocity of 40 m/s.

Answer

Given:

  • distance travelled by the object, d = 100 m
  • average velocity of the object, v = 40 m/s

Calculating time (t)...

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

\( t = \) \( \frac{100}{40} \)

\( t = \) 2.5 s

4

What is the distance travelled by an object in 0.4 s which is moving with a velocity of 1 m/s.

Answer

Given:

  • average velocity of the object, v = 1 m/s
  • time taken by the object to travel the distance, t = 0.4 s

Calculating distance (d)...

\( d = \) \( v \times t \)

\( d = \) \(1\times0.4\)

\( d = \) 0.4 m


Input and Output Combinations of the Average Velocity Calculator

Here are the input combinations available for the calculator, along with the formulas it uses to calculate the corresponding outputs.

Calculator InputsSet #1
  • d Distance
  • t Time

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Average Velocity\(v = \)\( \frac{ d }{ t } \)
2 Examples
Calculator InputsSet #2
  • d Distance
  • v Average Velocity

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Time\(t = \)\( \frac{ d }{ v } \)
1 Example
Calculator InputsSet #3
  • v Average Velocity
  • t Time

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Distance\(d = \)\( v \times t \)
1 Example


Examples

1

What is the averate velocity of an object, when it travelled a distance of 10 m in 2 s.

Answer

Given:

  • distance travelled by the object, d = 10 m
  • time taken by the object to travel the distance, t = 2 s

Calculating average velocity (v)...

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

\( v = \) \( \frac{10}{2} \)

\( v = \) 5 m/s

2

What is the averate velocity of an object, when it travelled a distance of 108 m in 3 s.

Answer

Given:

  • distance travelled by the object, d = 108 m
  • time taken by the object to travel the distance, t = 3 s

Calculating average velocity (v)...

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

\( v = \) \( \frac{108}{3} \)

\( v = \) 36 m/s

3

What is the time taken by an object to travel a distance of 100 m with a velocity of 40 m/s.

Answer

Given:

  • distance travelled by the object, d = 100 m
  • average velocity of the object, v = 40 m/s

Calculating time (t)...

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

\( t = \) \( \frac{100}{40} \)

\( t = \) 2.5 s

4

What is the distance travelled by an object in 0.4 s which is moving with a velocity of 1 m/s.

Answer

Given:

  • average velocity of the object, v = 1 m/s
  • time taken by the object to travel the distance, t = 0.4 s

Calculating distance (d)...

\( d = \) \( v \times t \)

\( d = \) \(1\times0.4\)

\( d = \) 0.4 m


Input and Output Combinations of the Average Velocity Calculator

Here are the input combinations available for the calculator, along with the formulas it uses to calculate the corresponding outputs.

Calculator InputsSet #1
  • d Distance
  • t Time

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Average Velocity\(v = \)\( \frac{ d }{ t } \)
2 Examples
Calculator InputsSet #2
  • d Distance
  • v Average Velocity

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Time\(t = \)\( \frac{ d }{ v } \)
1 Example
Calculator InputsSet #3
  • v Average Velocity
  • t Time

For these given inputs,

Outputs, Formulas

We calculate the following outputs:

  • Distance\(d = \)\( v \times t \)
1 Example


Examples

1

What is the averate velocity of an object, when it travelled a distance of 10 m in 2 s.

Answer

Given:

  • distance travelled by the object, d = 10 m
  • time taken by the object to travel the distance, t = 2 s

Calculating average velocity (v)...

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

\( v = \) \( \frac{10}{2} \)

\( v = \) 5 m/s

2

What is the averate velocity of an object, when it travelled a distance of 108 m in 3 s.

Answer

Given:

  • distance travelled by the object, d = 108 m
  • time taken by the object to travel the distance, t = 3 s

Calculating average velocity (v)...

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

\( v = \) \( \frac{108}{3} \)

\( v = \) 36 m/s

3

What is the time taken by an object to travel a distance of 100 m with a velocity of 40 m/s.

Answer

Given:

  • distance travelled by the object, d = 100 m
  • average velocity of the object, v = 40 m/s

Calculating time (t)...

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

\( t = \) \( \frac{100}{40} \)

\( t = \) 2.5 s

4

What is the distance travelled by an object in 0.4 s which is moving with a velocity of 1 m/s.

Answer

Given:

  • average velocity of the object, v = 1 m/s
  • time taken by the object to travel the distance, t = 0.4 s

Calculating distance (d)...

\( d = \) \( v \times t \)

\( d = \) \(1\times0.4\)

\( d = \) 0.4 m