Handy and user-friendly Work Calculator finds the work done by an object easily. You have to enter force and displacement values and tap on the calculate button to get the work value in a short span of time.

**Work Calculator: **Calculating the work done by an object became quite easy with our free Work Calculator with force and displacement. Check out the following sections of this page to know more about the work formulas and solved example questions. Apart from this, you will also see the step by step process on how to find the work. Take the help of this calculator and make all your calculations easier and quicker.

The detailed process to find the work done by an object manually is provided below. For the sake of your comfort, we have also listed the formulas to compute the work. Follow these instructions and make your calculations easier.

- Get the displament and force applied on the object from the question
- Multiply the force and displacement
- The product is the work
- Check the object mass, initial velocity and final velocity from the question.
- Subtract the square of final velocity from the square of initial velocity.
- Multiply it by the half of the mass to get the work.

**Work From Force, Dislacement**

**Work From Velocity Change**

Work is a type of effort that we perform everyday. In physics, work is defined as the force that requires to occur a displacement or movement in the object. We can also say it as the product of displacement and force acting on the body. The SI unit of work is Joule (J).

The formulas to calculate the work are along the lines

w = f * d

f = w/d

d = w/f

When velocities and mass of the object are given,

w = (m/2) * (v_{1}² - v_{0}²)

m = (2w)/(v_{1}² - v_{0}²)

v_{0} = √(v_{1}² - (2 * w/m))

v_{1} = √(v_{0}² + (2 * w/m))

Where,

f is the force

d is the displacement

v_{0} is the initial velocity

v_{1} is the final velocity

m is the mass of the object

w is the work

**Example**

**Question: A cycle having a mass of 50 kgs moves with an initial velocity of 10 m/s and reaches the destination with a final velocity of 15 m/s. Find the work done by the cycle?**

**Solution:**

Given that

Mass of the cycle m = 50 kgs

Initial velocity v_{0} = 10 m/s

Final velocity v_{1} = 15 m/s

Work = ?

Work formula is w = (m/2) * (v_{1}² - v_{0²)}

Substitute the given values

w = (50/2) * (15² - 10²)

= 25 * (225 - 100)

= 25 * 115

= 2875

Therefore, the work is 2875 J

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**1. What are the types of work with examples?**

The two types of work are positive work, negative work. The examples of positive work are an object falls freely from a building the force, displacement are in the same direction. The example of negative work is lifting a body and it has force and displacement in opposite direction.

**2. What is SI unit of work?**

The SI unit of work is Joune (J).

**3. A train covers a distance of 20 km and that the force causing it to accelerate is 0.5 m/s². Calculate the work done?**

Given that,

Displacement d = 20 km

Force f = 0.5 m/s²

Work w = f * d

w = 20 * 0.5

Work done is 10 J.

**4. How to find the work done by an object using the velocity chnage and mass?**

According to newton's second law F = ma

= m * (v_{1} - v_{0})/t

Displacement d = t *(v_{0} + v_{1})/2

Work is w = f * d

= m * (v_{1} - v_{0})/t * [t *(v_{0} + v_{1})/2]

= (m/2) * (v_{1}² - v_{0}²)