# Types of Forces

## Types of Forces Revision

**Types of Forces**

A **force** is a push or a pull acting on an object as a result of an interaction with another object. There are different types of forces that can act on an objects. A force can either be** contact** (i.e friction) or **non-contact** (i.e gravitational force).

**Scalars and Vectors**

A** scalar** quantity has magnitude (size) but no direction. Some examples are mass, temperature and distance.

A **vector** quantity has magnitude and direction. Some examples are **velocity** and **displacement**.

**Vectors** can be represented by an arrow. The length of the arrow represents the magnitude of the vector and the direction of the arrow represents the direction of the vector.

Force is a vector quantity. For example, a force could have a magnitude of 10 \: \text{N} and act to the left.

**Contact vs Non-Contact Forces**

A **force** is a push or a pull acting on an object. This push or pull is due to an interaction with another object. All **forces** between objects are either contact or non-contact:

**Contact forces**– when the two objects interacting have to be physically touching for there to be a force. Examples: air resistance, tension, friction and normal contact force.**Non-Contact forces**– when the two objects do not have to be touching. Examples: magnetic force, gravitational force, electrostatic force.

When a pair of objects interact, there is a** force** produced on each object. These **forces** are equal and opposite (by **Newton’s 3rd law**).

**Gravity**

An object’s **mass** is measured in kilograms.** Weight** is different than** mass**. Weight is the force acting on an object because of** gravity**. Mass is always the same everywhere, but weight can change depending on how strong the **gravitational field** is.

**Weight** is measured in Newtons, because it is a force. Weight can be measured with a **newtonmeter**, which is a calibrated spring balance.

Weight depends on the mass of the object, and how strong the gravitational field is. You can calculate the weight of an object by using the following formula:

\textcolor{00bfa8}{W = m \times g}

- \textcolor{00bfa8}{W} is the
**weight**in Newtons, \left(\text{N}\right). - \textcolor{00bfa8}{m} is the
**mass**in kilograms, \left(\text{kg}\right). - \textcolor{00bfa8}{g} is the
**acceleration due to gravity**in newtons per kilogram, \left(\text{N/kg}\right). - The acceleration due to gravity, \textcolor{00bfa8}{g}, on earth is constant at \textcolor{00bfa8}{g = 9.8 \: \text{N/kg} }.

From this equation we can see that weight and mass are **directly proportional**. So if the mass increases, the weight increases (as long as \textcolor{00bfa8}{g} is constant).

We can consider an object’s mass to all act at a single point. This point is called the **centre of mass**.

## Types of Forces Example Questions

**Question 1**: Is speed a scalar or a vector? Explain your answer.

**[2 marks]**

**Scalar** because it only has a **magnitude**.

**Question 2**: A box has a weight of 10 \: \text{N}. Calculate the mass of the box.

The strength of the gravitational field is 9.8 \: \text{N/kg} .

**[3 marks]**

\bold{m =\dfrac{W}{g}}

\bold{m =\dfrac{10}{9.8}}

\bold{m = 1.02} \: \textbf{kg} \text{ (2 sf)}

**Question 3**: State what piece of equipment would be used to measure the weight of an object.

**[1 mark]**

A **newtonmeter**.

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