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Welcome back to FactorXMaths! This is the second video in the Complex Numbers for JEE Main 2026 series with Akshat Agarwal, IIT Kharagpur. In this session, we go deep into powers of i and the basic algebra of complex numbers, which form the engine behind most calculations in this chapter. 🔹 In this video you will learn: The complete pattern of powers of i and an easy way to reduce very large powers to just four simple cases, so you never get stuck on scary exponents again in JEE questions. How to do algebra with complex numbers: addition, subtraction, multiplication and division, in the clean, structured way that JEE expects. How and why conjugate and modulus are used to simplify expressions and rationalise denominators, and where this shows up again in higher-level complex number problems. Quick exam-style examples where complicated-looking products, fractions or long powers of the imaginary unit collapse into simple answers using patterns and a few smart steps. Small but powerful shortcuts and sanity checks so you can immediately tell if your final answer for a complex expression “looks right” before moving on in the exam. If you’ve ever lost time in JEE questions just simplifying complex expressions, this video will turn that pain into a fast, mechanical, scoring process. ✅ Like the video if powers of i and basic complex algebra feel easier now ✅ Comment the toughest type you face: big powers, messy fractions, or conjugate-based simplification ✅ Subscribe and hit the bell so you don’t miss the next parts on graphical representation, argument, locus and roots of unity #ComplexNumbers #PowersOfi #JEEMain2026 #JEEMaths #IITJEE #Class11Maths #Class12Maths #FactorXMaths #IITKharagpur #ComplexAlgebra #ModulusAndConjugate #JEEDropper #JEEMainPreparation #MathsForJEE #EngineeringEntrance #StudyWithMe #IndianStudents #JEEMotivation