Physics starts with the study of motion, and one-dimensional motion is the simplest form of movement. In this topic, an object moves only along a straight path, making it easier to understand the relationship between position, time, and speed.
For AIIMS BSc Nursing 2026 aspirants, this chapter is highly important because direct formula-based and conceptual questions are commonly asked. A strong grip on this topic can help students score quickly and confidently in the exam.
Motion in one dimension means the movement of an object along a single straight line. The object can move forward or backward, but its path remains straight.
Examples of one-dimensional motion:
A lift moving upward or downward
A train moving on a straight track
A stone falling vertically downward
A runner moving on a straight road
This chapter is the foundation of kinematics. Once students understand straight-line motion, they can easily move to two-dimensional and projectile motion later. A clear understanding of this topic makes many later chapters easier.
Before understanding motion, students must know how position is measured. Every object’s location is measured from a fixed reference point called the origin. If the object changes its position with time, it is said to be in motion. If the position does not change, it is at rest.
Important concepts:
Position may be positive, negative, or zero
Motion depends on the observer
Rest and motion are relative concepts
For example, a person sitting inside a moving bus is at rest relative to the bus but in motion relative to the road. These basics are very important for conceptual questions.
Displacement and distance are two commonly asked terms in exams. Students must know the difference clearly.
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Difference Between Displacement and Distance in Motion in 1D |
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|
Feature |
Displacement |
Distance |
|
Meaning |
Shortest path between initial and final position |
Actual path travelled |
|
Type |
Vector quantity |
Scalar quantity |
|
Direction |
Yes |
No |
|
Value |
Can be zero |
Always positive |
Displacement ≤ Distance
Example: A person walks 5 m forward and returns 5 m back.
Distance = 10 m
Displacement = 0 m
This is because the final position becomes the same as the initial position. Students should always remember that displacement depends only on the start and end point.
Speed and velocity both indicate how fast an object moves, but they are not identical.
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Difference Between Speed and Velocity in Motion in 1D |
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|
Feature |
Speed |
Velocity |
|
Definition |
Distance covered per unit time |
Displacement covered per unit time |
|
Quantity |
Scalar |
Vector |
|
Direction |
No |
Yes |
Speed= Distance time Velocity= Distance Time
If a car moves at 20 m/s east, it is velocity because direction is mentioned. If only 20 m/s is written, it is speed. Understanding this difference helps solve MCQs quickly.
Average speed and average velocity are important concepts used when an object covers distance in a given time. Understanding their formulas helps students solve motion-based numerical questions quickly and accurately.
avg=Total Distance Total Time
avg=Total Displacement Total Time
Example: If a student walks 10 m forward and comes back 10 m in 20 seconds:
Distance = 20 m
Displacement = 0
So:
Average Speed = 1 m/s
Average Velocity = 0
This type of question is very common in entrance exams. Practice these concepts regularly.
Sometimes we need the velocity at a particular instant rather than over a time interval. That is called instantaneous velocity.
Example:
Speed shown on a car speedometer
Velocity at exactly 5 seconds
=dxdt
This means velocity is the rate of change of displacement with respect to time. It is an important formula for graph and calculus-based understanding. Students should know the concept even if direct differentiation is not asked.
Acceleration tells how fast velocity changes with time. If velocity increases, decreases, or changes direction, acceleration exists.
a=dvdt
Unit = m/s²
Types of acceleration:
Positive acceleration
Negative acceleration (retardation)
Zero acceleration
Examples:
Bike speeding up = positive acceleration
Applying brakes = negative acceleration
Constant speed = zero acceleration
Acceleration-based numericals are very common in exams.
When acceleration is constant, standard equations of motion are used.
v=u+at
s=ut+12at2
v2=u2+2as
Where:
u = initial velocity
v = final velocity
a = acceleration
t = time
s = displacement
These formulas are extremely important for MOTION IN 1D For AIIMS BSC NURSING 2026. Students should practice direct substitution questions daily.
Motion in 1D Graphs: Position-Time and Velocity-Time Graph
Graphs in Motion in 1D help students understand the relationship between position, velocity, and time. Learning position-time and velocity-time graphs makes numerical and conceptual questions easier to solve.
Slope gives velocity.
Slope of x-t graph=v
Velocity-Time Graph
Slope gives acceleration. The area under the graph gives displacement.
The area under the graph gives a change in velocity. Graphs are often used in conceptual MCQs. Regular practice can make these questions scoring.
A particle starts from rest and accelerates at 2 m/s² for 5 seconds.
Given:
u = 0
a = 2
t = 5
Using:
v=u+at
v = 0 + 2×5 = 10 m/s
Using:
s=ut+12at2
s = 0 + ½×2×25 = 25 m
Final Answer:
Final velocity = 10 m/s
Distance covered = 25 m
These direct numericals are common in exams.
Many students lose easy marks due to avoidable mistakes.
Common errors:
Confusing distance with displacement
Mixing speed and velocity
Wrong units in answers
Sign errors in acceleration
Using wrong motion equation
Ignoring graph slope meaning
Avoiding these mistakes can improve accuracy immediately. Revision is the best solution.
Students can score well by following a smart preparation plan.
Preparation tips:
Learn all formulas by heart
Understand every definition clearly
Solve NCERT numericals
Practice graph questions
Attempt MCQs regularly
Revise weak concepts weekly
This chapter becomes easy with repeated practice. Consistency matters more than long study hours.
Motion in 1D is one of the most fundamental Physics chapters. It builds the base for future topics like projectile motion, laws of motion, work-energy, and circular motion.
Students who master this chapter early gain confidence in Physics. Since many questions are formula-based and straightforward, it is considered a high-scoring topic for entrance preparation. Strong basics in this chapter can improve overall Physics performance.
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