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Rectilinear Motion - Average Speed

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Topics

  • Introduction
  • Definition: Average Speed
  • Characteristics
  • Calculation of Average Speed
  • Formula: Average Speed
  • Example
Maharashtra State Board: Class 11

Introduction

Average speed is a core concept in the study of motion in physics. It helps us understand how quickly an object covers a certain distance over time. It is important to distinguish it from average velocity, which is a related but different quantity. Understanding average speed is crucial for describing both uniform and non-uniform motion. This concept is fundamental to the larger topic of kinematics.

Maharashtra State Board: Class 11

Definition: Average Speed

"total path length travelled during the time interval over which average speed is being calculated, divided by that time interval."

Maharashtra State Board: Class 11

Characteristics

Feature Description Example
Quantity Type It is a scalar quantity. The speed of a car on a speedometer.
Dimensions It has the same dimensions as that of velocity, i.e., [L¹M⁰T⁻¹]. Units like km/hr or m/s.
Motion Relationship (One-Direction) If the motion is only in one direction along a straight line (rectilinear), the magnitude of the average velocity will be equal to the average speed. A train moving from station A to B without reversing.
Motion Relationship (Direction Reverses) If the object reverses its direction (along the same line), the average speed will be larger than the magnitude of the average velocity. A person walking to Q and then returning to R.
Maharashtra State Board: Class 11

Calculation of Average Speed

The process of calculating average speed involves two main steps:

  1. Determine the path length: Find the total path length travelled by the object.
  2. Determine the time interval: Find the total time taken for the travel.
  3. Calculate the average speed: Divide the path length by the time interval.
Maharashtra State Board: Class 11

Formula: Average Speed

Average Speed = vav = \[\frac{\text{path length}}{\text{time interval}}\]

Maharashtra State Board: Class 11

Example

Problem: A person walks from point P to point Q (1 km) in 10 minutes, then turns back and returns to point R (midway between P and Q) after a further 4 minutes. Find the average speed of going from P to R.

  • Path Length Traveled:
  • Time Taken:
  • Average Speed:

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