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Online mesh current calculator using Kirchhoff’s Voltage Law (Two loops)

Two Mesh Current Calculator | KVL Solver | JEE Best online coaching for JEE Notes • Worked solutions • Calculators Two Mesh Current Calculator (KVL) By Sanket Barde • Kirchhoff’s Voltage Law • Online KVL Solver This tool solves a two-loop (two-mesh) circuit using Kirchhoff’s Voltage Law (KVL). The solution method is identical to the matrix approach used in engineering textbooks and spreadsheet-based solvers. Two Mesh KVL Solver Enter resistances and voltage sources (clockwise assumed) Loop 1 Resistances (Ω) Loop 2 Resistances (Ω) ...
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Universal Ohm’s Law Calculator (V, I, R) | JEE Physics Class 11

Universal Ohm’s Law Calculator | JEE Physics Best online coaching for JEE Notes • Worked solutions • Calculators Universal Ohm’s Law Calculator By Sanket Barde • Physics • JEE Ohm’s Law establishes a simple relationship between voltage, current, and resistance. Using this universal calculator, you can compute any one quantity by providing the other two. \( V = I \times R \),   \( I = \frac{V}{R} \),   \( R = \frac{V}{I} \) Universal Ohm’s Law Calculator Select what you want to calculate Calculate Voltage (V) Current (I) Resistance (R) Voltage (V) — Volts ...
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Kirchhoff’s Voltage Law (KVL): Solved Example Problems with Step-by-Step Explanation

Kirchhoff’s Laws – KCL and KVL Explained with Examples Best online coaching for JEE Notes • Solved Problems Kirchhoff’s Voltage Laws Solved Examples By Sanket Barde • BEE • JEE Contents Introduction Kirchhoff's Voltage law: Solved Example Problems Further Reading & Related Tutorials Kirchhoff’s Voltage Law (KVL) – Solved Numerical Problems Solving numerical problems using Kirchhoff’s Voltage Law is an essential skill in Basic Electrical Engineering. These solved examples will help you understand how to apply KVL step by step to analyze el...
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Ohm’s Law

Ohm’s Law – Statement, Explanation, Formula and Numerical Examples Best online coaching for JEE Notes • Solved Problems Ohm’s Law By Sanket Barde • BEE • JEE Contents Introduction Ohm’s Law Resistance Solved problems Further Reading & Related Tutorials Ohm’s Law is one of the most fundamental laws of electrical engineering. It explains the relationship between voltage, current, and resistance in an electrical circuit. Almost every topic in Basic Electrical Engineering, such as Kirchhoff’s Laws, network theorems, and circuit analysis, is built on this simple but powerful law. This tutorial is designed f...
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Superposition Theorem – Solved Numerical Problems with Step-by-Step Explanation

Superposition Theorem Examples Best online coaching for JEE Notes • Solved Problems Superposition Theorem By Sanket Barde • BEE • JEE Contents Superposition Theorem Superposition Theorem Solved Examples Further Reading & Related Tutorials Superposition Theorem – Statement, Explanation and Solved Numerical Problems The Superposition Theorem is an important network theorem used in electrical circuit analysis. It is especially useful for analyzing linear circuits that contain more than one independent source. This theorem helps simplify complex circuits by ...
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Kirchhoff's law

Kirchhoff’s Laws – KCL and KVL Best online coaching for JEE Notes • Solved Problems Kirchhoff’s Laws – KCL and KVL By Sanket Barde • BEE • JEE Contents Introduction Kirchhoff's current law Kirchhoff's voltage law Further Reading & Related Tutorials Kirchhoff’s Laws form the foundation of circuit analysis in Basic Electrical Engineering. Whenever an electrical circuit becomes complex and contains multiple branches or loops, simple application of Ohm’s Law is not sufficient. In such cases, Kirchhoff’s Laws provide ...
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Units and Dimensions class 11

Units and Dimensions notes JEE Best online coaching for JEE Notes • Solved Problems Units and Dimensions class 11 By Sanket Barde • Physics • JEE Contents Mechanical Quantities Electrical Quantities Magnetic Quantities Thermal Quantities Wave and Oscillation Quantities Optics Quantities Modern Physics Quantities More JEE tutorials I. Mechanical Quantities 1. Displacement \[ x = \text{distance moved} \] \[ [x] = L \] 2. Velocity \[ v = \frac{x}{t} \] \[ [v] = \frac{L}{T} = LT^{-1} \] 3. Acceleration \[ a = \frac{v}{t} \] \[ [a] = \frac{LT^{-1}}{T} ...
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