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JEE Main 2023 Current Electricity Question: SOLVED and Explained!

JEE Main 2023 Current Electricity Question: SOLVED and Explained!    • JEE Main 2024: Current Electricity Qu...   #jeemain2023 #education #currentelectricityjee In this video, we dive into a key topic for JEE Main 2023: Current Electricity. Join us as we solve and explain a challenging question from this crucial subject. Our step-by-step breakdown will help you understand the underlying principles and concepts, ensuring you’re well-prepared for your upcoming exams. This video is perfect for JEE aspirants looking to strengthen their understanding of Current Electricity, one of the core topics in the Physics syllabus. We will cover essential formulas, provide helpful tips, and clarify common misconceptions. Whether you're revising for JEE Main or seeking to improve your problem-solving skills, this video is designed to enhance your learning. Make sure to like, share, and subscribe for more detailed explanations and practice problems across various topics in Physics. Hit the notification bell to stay updated on our latest content tailored specifically for JEE preparation! #JEE2023 #CurrentElectricity #Physics #JEEMain #ExamPreparation #StudyTips #SolvedProblems Jee main 2023 question on current electricity Join me as I tackle a tricky JEE Main 2023 current electricity question and break it down step by step! When it comes to JEE Main 2023 exam preparation, one of the most crucial topics that often leaves students bewildered is current electricity. It's an area where a thorough understanding of the concepts and formulas can make all the difference between acing the exam or struggling to keep up. Today, we're going to dive into a specific question from this year's JEE Main exam that will test your knowledge of resistors, circuits, and more. The question we're going to tackle is from the JEE Main 2023 paper, and it's a great example of how the examiners like to mix and match different concepts to keep students on their toes. Here's the question: In a Wheatstone's bridge, the ratio of the resistances is 1:2:3:4. If the galvanometer is connected between the junction of the resistances 1 ohm and 3 ohm, what will be the minimum resistance required to be connected in parallel to the 2 ohm resistance so that the galvanometer shows zero deflection? Take a moment to read through the question carefully and try to visualize the circuit in your mind. Let's break down the question further and identify the key elements that we need to focus on. We're given a Wheatstone's bridge with a specific ratio of resistances, and the galvanometer is connected between the junction of the 1 ohm and 3 ohm resistances. Our goal is to find the minimum resistance required to be connected in parallel to the 2 ohm resistance so that the galvanometer shows zero deflection, which means the bridge is balanced. The question might seem daunting at first, but with a clear understanding of the underlying concepts and formulas, we can break it down into manageable parts. We'll need to recall the formulas for resistors in series and parallel, as well as the conditions for a balanced Wheatstone's bridge. In this problem, we're dealing with a combination of resistors in series and parallel, which can be tricky to navigate. However, by systematically applying the formulas and concepts, we can methodically work our way through the problem. Let's first identify the resistors that are in series and parallel, and then apply the relevant formulas to simplify the circuit. The key to solving this problem lies in correctly identifying the equivalent resistance of the various branches in the circuit. By doing so, we can reduce the complex circuit to a simple one and apply the condition for a balanced Wheatstone's bridge. We'll also need to recall the formula for resistors in parallel and how it's used to calculate the equivalent resistance. Let's start by applying the formulas and solving the problem step by step. We'll begin by identifying the resistors that are in series and parallel, and then simplify the circuit using the relevant formulas. As we work through the problem, keep an eye out for the key insights that will lead us to the answer. After applying the formulas and simplifying the circuit, we arrive at a simple expression that we can easily solve. The final answer is a specific value of resistance that, when connected in parallel to the 2 ohm resistance, will balance the bridge and result in zero deflection on the galvanometer. To summarize, in this video, we tackled a challenging JEE Main 2023 current electricity question and broke it down step by step. We discussed the key concepts and formulas needed to solve the problem, and walked through the solution in detail. Mastering current electricity is crucial for success in JEE, and I hope this video has helped you gain more confidence in tackling these types of questions.