Electric Potential and Field at the Centre of Hexagon || JEE Advanced PYQ скачать в хорошем качестве

Electric Potential and Field at the Centre of Hexagon || JEE Advanced PYQ

In this video, we will be discussing and solving a very interesting and slightly tricky problem from the IIT-JEE Advanced 2022 Physics paper. The question is based on the concept of electric field and electric potential at the center of a regular hexagon due to point charges. 👇👇👇👇👇👇👇👇👇👇 𝐏𝐥𝐚𝐲𝐥𝐢𝐬𝐭 👇👇👇👇👇👇👇👇👇👇👇 🔴 Fundamental Concept Videos (Full Chapter) (Chapter : Electric Potential and Capacitance, Class 12)    • Physics 12th : Electrostatic Potential and...   🔴 IIT-JEE Main - Previous Year's Question Solution (Chapter : Electric Potential and Capacitance, Class 12)    • IIT JEE Main - Electric Potential   🔴 IIT-JEE Advanced - Previous Year's Question Solution (Chapter : Electric Potential and Capacitance, Class 12)    • IIT-JEE Advanced - Electric Potential and ...   🔴 Basic Mathematics for Physics    • 11th Physics : Basic Mathematics for Physics   ☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️ Here is the exact question that was asked in the exam: "Six charges are placed around a regular hexagon of side length a as shown in the figure. Five of them have charge +q, and the remaining one has charge x. The perpendicular from each charge to the nearest hexagon side passes through the center O of the hexagon and is bisected by the side. Which of the following statement(s) is (are) correct in SI units? a. When x = q, the magnitude of the electric field at O is zero. b. When x = –q, the magnitude of the electric field at O is q/(6πε₀a²). c. When x = 2q, the potential at O is 7q/(4√3 πε₀a). d. When x = –3q, the potential at O is –3q/(4√3 πε₀a)." This question falls under the Electric Potential and Capacitance chapter of Class 12 Physics and has been carefully designed to test students’ understanding of symmetry, superposition of electric fields, and the principles of electric potential. It is one of the more conceptual problems in the IIT-JEE Advanced PYQ category, often misunderstood by students, even when the basic concepts are clear. In this detailed explanation, we’ll analyze the role of symmetry in electric field cancellation, explore how different values of the sixth charge affect the net electric field and potential at the center, and provide a step-by-step solution in Hindi for better understanding. This video is a must-watch for Class 12 students and IIT-JEE aspirants looking to strengthen their grasp on advanced applications of electrostatics. This is a classic example of the kind of conceptual problems that appear in IIT-JEE Advanced PYQ papers, especially from the electrostatics portion of the syllabus. By solving this IIT-JEE Advanced PYQ, students will not only gain confidence in approaching regular polygon problems but also improve their problem-solving speed for similar questions. Understanding how to approach such IIT-JEE Advanced PYQ problems is key to scoring well in the actual exam. The question also offers valuable insight into how variations in charge values influence both electric field and potential at a point, a topic frequently revisited in both theoretical and competitive exam scenarios. We have chosen this IIT-JEE Advanced PYQ as it represents a perfect blend of geometry, physics, and logic—skills that are necessary for success in one of the toughest engineering entrance exams in India. Covering this IIT-JEE Advanced PYQ is not only useful for those revising for JEE but also for NEET aspirants who want clarity in electrostatics. Whether you’re preparing for JEE 2025 or beyond, solving and understanding this IIT-JEE Advanced PYQ will give you an edge in exams. This video continues our effort to provide complete IIT-JEE Previous Years' Question Solutions in Hindi, with clarity and precision, empowering students to tackle the toughest challenges with confidence. Solving this and other IIT-JEE Advanced PYQ problems regularly helps students adapt to the evolving exam pattern and question style. We will continue to post more such videos covering critical IIT-JEE Advanced PYQ problems to aid your preparation for Class 12 Physics and beyond. #potential #iitjee #jeeadvanced #electricpotential #iitjeephysics