मराठी

Rectilinear Motion - Average Speed

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Topics

Estimated time: 12 minutes
  • 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.

CBSE: Class 12
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."

OR

The total distance travelled by an object divided by the total time taken for its motion is called average speed.

OR

The ratio of total distance travelled by the body to the total time taken to cover such distance is called average speed.

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.
CBSE: Class 12
Maharashtra State Board: Class 11

Formula: Average Speed

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

OR

Average speed = \[\frac {\text {Total path length}}{\text {Total time int erval}}\] = \[\frac {\text {Total distance}}{\text {Total time}}\] = \[\frac {x}{t}\]

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:
Maharashtra State Board: Class 11

Definition: Uniform Speed

The speed at which an object covers equal distances in equal intervals of time is called uniform speed.

Maharashtra State Board: Class 11

Definition: Non-Uniform Speed (Variable Speed)

The speed at which an object covers unequal distances in equal intervals of time is called non-uniform speed or variable speed.

CBSE: Class 12

Formula: Speed

Speed = \[\frac {Distance covered​}{t}\] = \[\frac {s}{t}\]

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