The value of i¹⁰⁰² is
Step into the world of Chapter 4 from Class 11 NCERT Mathematics (CBSE 2024-25) and master complex numbers and quadratic equations. This chapter covers fundamental topics like real and imaginary numbers, algebra of complex numbers, polar form and solving quadratic equations in the complex number system. These multiple-choice questions are carefully designed to test your understanding, refine problem-solving techniques and build confidence. Whether you’re preparing for exams or practicing concepts, these MCQs offer an engaging and effective way to strengthen your mathematical foundation. Improve accuracy, speed and conceptual clarity while making learning enjoyable and interactive!
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Choice (b) is correct.
i¹⁰⁰² = i¹⁰⁰⁰ × i²
= (i⁴ )²⁵⁰ × (-1) = 1²⁵⁰ × (-1) = -1
This question related to Chapter 4 maths Class 11th NCERT. From the Chapter 4: Complex Numbers and Quadratic Equations. Give answer according to your understanding.
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