JEE Exam > JEE Notes > Physics for JEE Main & Advanced > 3 Days Timetable: Motion in a Plane (2025)
3 Days Timetable: Motion in a Plane (2025) | Physics for JEE Main & Advanced PDF Download
The chapter "Motion in a Plane" is a fundamental topic in JEE Physics, as it builds the foundation for understanding kinematics in two dimensions, projectile motion, uniform circular motion, and vector resolution. This chapter is essential for mastering mechanics, and its concepts are frequently tested in JEE Mains & Advanced.
Motion in a Plane: Key Insights
Based on 2025 prediction, here is a table provided below on expected no. of questions from particular topics.
Day 1: Vector & Scalar Quantities, Resolution of Vectors
- You can start the chapter first with the concepts of Vector & Scalar Quantities.
- Then, try to understand how to resolve vectors in the context of Motion in a Plane.
- After that, you can watch video on the topic Resolution of Vectors into Components for better understanding of the topic.
- Now, you will try to solve numericals from different resources available like H.C. Verma, D.C. Pandey etc.
Day 2: Projectile Motion, Relative Velocity in Two Dimensions
- You can start by exploring Projectile Motion and understanding its key principles.
- Then, you can move on to the Relative Velocity in Two Dimensions topic and its applications.
- After that, try to solve problems related to both topics.
- Now, continue practicing questions from H.C. Verma, D.C. Pandey, and Irodov books.
- You can make use of the Chapter-wise test for Motion in a Plane for JEE Main & Advanced on EduRev to assess your knowledge.
Visualization Tip: Imagine a boat crossing a river—what forces and velocities act on it?
Day 3: Uniform Circular Motion
- You can start studying the principles of Uniform Circular Motion.
- Then, solve problems to grasp the concepts better.
- Again, you can try to practice questions from H.C. Verma, D.C. Pandey, and Irodov books.
- Now, you can utilize the comprehensive resources on EduRev, such as PPT for Motion in a Plane.
3 Day Study Table
Revision + Tests
- You can go to Revision Notes and revise all topics.
- Then, you can do JEE Previous Year Questions Mains & Advanced Questions available on EduRev. Attempt full chapter tests available on EduRev.
- Take advantage of the Short Tricks for Motion in a Plane video on EduRev for quick revision.
- Check out the NCERT Textbook & Solutions for Motion in a Plane for additional practice.
By diligently following this study plan and making the most of the resources on EduRev, you'll be well-prepared to excel in the "Motion in a Plane" chapter and the JEE Physics exam.
Important Formulas: Kinematics: Access Here
Note: Linking to EduRev resources, such as daily practice problems, chapter-wise tests, and additional study materials, will provide you with a comprehensive preparation experience for the JEE exam.
JEE Exam Resources:
- JEE Past Year Paper of Motion in a Plane
- H.C. Verma & Irodov Solutions
- Daily practice problems for JEE
- How to prepare for JEE Mains and advanced
- How to Prepare for JEE Physics
- Chapter wise test for Motion in a Plane for JEE Main & Advanced
- Basic Mathematics for Physics
- Short Tricks for Motion in a Plane video
- Motion in a Plane in one shot (NCERT)
- NCERT Textbook & Solutions for Motion in a Plane (Textbook)
- NCERT Textbook & Solutions for Motion in a Plane (Solutions)
- PPT for Motion in a Plane
- Important Formulas: Kinematics
Good luck with your studies!
The document 3 Days Timetable: Motion in a Plane (2025) | Physics for JEE Main & Advanced is a part of the JEE Course Physics for JEE Main & Advanced.
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FAQs on 3 Days Timetable: Motion in a Plane (2025) - Physics for JEE Main & Advanced
| 1. What are the differences between vector and scalar quantities? |  |
Ans.Vector quantities have both magnitude and direction, such as velocity and force, while scalar quantities have only magnitude, such as speed and mass.
| 2. How do you resolve a vector into its components? | |
Ans.To resolve a vector into its components, you can use trigonometric functions. For a vector at an angle θ, the horizontal component is found using \( V_x = V \cos(θ) \) and the vertical component is found using \( V_y = V \sin(θ) \).
| 3. What are the key equations of motion for projectile motion? | |
Ans.The key equations of motion for projectile motion include the horizontal motion equation \( x = V_0 \cos(θ) t \) and the vertical motion equation \( y = V_0 \sin(θ) t - \frac{1}{2} g t^2 \), where \( g \) is the acceleration due to gravity.
| 4. How is relative velocity calculated in two dimensions? | |
Ans.Relative velocity in two dimensions is calculated by vector addition or subtraction. If \( V_{AB} \) is the velocity of object A with respect to B, and \( V_B \) is the velocity of B, then \( V_{AB} = V_A - V_B \).
| 5. What is uniform circular motion and what are its characteristics? | |
Ans.Uniform circular motion refers to the motion of an object moving in a circular path at a constant speed. Its characteristics include a constant speed, a changing velocity due to the continuous change in direction, and a centripetal acceleration directed towards the center of the circle.
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Document Description: 3 Days Timetable: Motion in a Plane (2025) for JEE 2025 is part of Physics for JEE Main & Advanced preparation.
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