# Calculation of Speed

## Basic Principles

• Speed is the measure of how quickly an object moves in a specific period of time.
• It does not take into account direction, making it a scalar quantity.
• The units of speed are typically metres per second (m/s), kilometres per hour (km/h) or miles per hour (mph).

## Formula for Calculating Speed

• The fundamental formula for calculating speed is Speed = Distance / Time.
• This formula underpins an understanding of the motion of objects and is a frequent topic in physics problem-solving.

## Determining Distance and Time

• Distance is the total path taken by an object from its starting point to the end point. It does not consider the direction of the object’s motion.
• Time in this context refers to the duration taken for the object to move from the starting point to the end point.

## Applying the Formula

• When using the formula, ensure that the units of distance and time are compatible. For example, if distance is in kilometres and time is in hours, the speed will be in kilometres per hour.
• The resulting speed will also be a scalar quantity, reflecting the nature of the measurements used.

## Understanding Speed in Real Life Contexts

• Everyday examples like cars or athletes can help demonstrate the concept of speed. A car travelling a distance of 60km in an hour has a speed of 60km/h.
• Note that average speed and instantaneous speed can be different. Average speed concerns the total distance and time, whereas instantaneous speed is the speed at a specific moment.

Understanding and applying the concepts and calculations of speed is crucial for a comprehensive grasp of physics and motion.