JEE Exam > JEE Notes > Physics for JEE Main & Advanced > 3 Days Timetable: Circular Motion (2025)
3 Days Timetable: Circular Motion (2025) | Physics for JEE Main & Advanced PDF Download
| Table of contents |
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| Introduction |
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| Day 1: Circular Motion |
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| Day 2: Dynamics of Circular Motion and Banking of Road |
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| Day 3: Angular Acceleration |
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| Revision + Tests |
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Introduction
- Circular Motion is a fundamental topic in physics that deals with objects moving in curved paths, involving concepts like centripetal force, angular velocity, and applications such as banking of roads.
- This 3-day study plan is designed to help you master the essentials efficiently, whether you're preparing for exams like JEE, NEET, or board tests. It covers key concepts, formulas, examples, and practice to build a strong foundation.
- Each day includes targeted resources from the provided course materials, with a focus on progressive learning: starting from basics, moving to problem-solving, and ending with revision and testing.
- Follow this plan consistently to improve your understanding and problem-solving speed.
Day 1: Circular Motion
- Start your day 1 by understanding the fundamentals of circular motion, including concepts like centripetal acceleration and velocity.
- Then try to solve problems related to circular motion.
- Utilize resources such as DC Pandey Questions and Solutions and HC Verma & Irodov Solutions on EduRev for practice.
Study Tips: Use the Short Tricks for Circular Motion video on EduRev to remember important tips and tricks.
Day 2: Dynamics of Circular Motion and Banking of Road
- Dive into the dynamics of circular motion, including concepts like tension in a string during circular motion.
- After that, you can study the phenomenon of banking of roads and the role of friction in ensuring safe turns.
- Now, try to solve problems related to these topics.
- You can also refer to NCERT Textbook & Solutions for Circular Motion on EduRev for comprehensive coverage.
Study Tips: Visualize scenarios involving banking of roads and circular motion and Practice drawing free-body diagrams for dynamic circular motion problems.
Day 3: Angular Acceleration
- You can start your day with the concept of angular acceleration and how it relates to circular motion.
- Solve problems involving angular acceleration.
- Dedicate this day to practice questions from previous years' JEE exams, daily practice problems, and chapter-wise tests.
- Utilize resources like JEE Past Year Paper of Circular Motion and Chapter-wise Test for Circular Motion on EduRev to assess your understanding.
Study Tips: Review the key equations for angular acceleration.
Revision + Tests
- Look at flashcards, important formulas & then watch video on shortcut tricks.
- Then, try to Previous Year Questions (2016-2025) available on EduRev.
- You can also attempt topicwise tests like Drift Velocity, Ohm's Law, Combination of Cells etc. available on EduRev.
JEE Exam Resources:
- DC Pandey Questions and Solutions
- HC Verma & Irodov Solutions
- NCERT Textbook & Solutions for Circular Motion
- JEE Past Year Paper of Circular Motion
- Daily Practice Problems for JEE
- Chapter-wise Test for Circular Motion
- Short Tricks: Circular Motion Formula List
- NCERT Textbook & Solutions for Circular Motion (Textbook)
- NCERT Textbook & Solutions for Circular Motion (Solutions)
- Short & Long Answer Questions: Laws of Motion
Good luck with your preparation!
The document 3 Days Timetable: Circular Motion (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: Circular Motion (2025) - Physics for JEE Main & Advanced
| 1. Why is circular motion important for the JEE syllabus? |  |
Ans. Circular motion is a fundamental concept in physics that plays a crucial role in various applications, including mechanics and dynamics. In the JEE exam, understanding circular motion helps students solve problems related to forces, energy, and motion in circular paths. Mastery of this topic is essential as it lays the groundwork for advanced topics in both physics and engineering.
| 2. What are the key formulas related to circular motion that students should remember for JEE? | |
Ans. Some key formulas related to circular motion include:
- Centripetal acceleration: \( a_c = \frac{v^2}{r} \)
- Centripetal force: \( F_c = \frac{mv^2}{r} \)
- Angular velocity: \( \omega = \frac{\theta}{t} \)
- Relationship between linear and angular velocity: \( v = r\omega \)
These formulas are essential for solving problems involving circular motion in the JEE exam.
| 3. How does banking of roads relate to circular motion in JEE? | |
Ans. Banking of roads refers to the angle at which a road is inclined to help vehicles make turns without skidding. This concept is directly related to circular motion as it involves the balance of forces acting on a vehicle moving in a circular path. Students must understand how the angle of banking affects the required speed for safe turning, which is a common application question in the JEE exam.
| 4. What is angular acceleration and why is it significant in circular motion? | |
Ans. Angular acceleration is defined as the rate of change of angular velocity with respect to time. It is significant in circular motion because it determines how quickly an object can change its rotational speed. In JEE, problems may involve calculating angular acceleration when an object is subjected to torques or forces, making it essential for students to grasp this concept thoroughly.
| 5. How can students effectively prepare for circular motion topics in JEE? | |
Ans. Students can effectively prepare for circular motion by:
1. Reviewing the fundamental concepts and formulas.
2. Solving a variety of numerical problems to apply the concepts.
3. Practicing previous years' JEE questions related to circular motion.
4. Collaborating with peers for group study sessions to clarify doubts.
5. Using online resources and simulations to visualize circular motion scenarios.
This comprehensive approach will enhance their understanding and problem-solving skills in this area.
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