Indefinite Integration: Integral of 1 / [x √(1 + 1/x⁴)] dx | JEE Main & Advanced Maths

In this video, we solve a tricky indefinite integration problem step by step: ∫ 1 / [x √(1 + 1/x⁴)] dx Learn how to simplify algebraic integrals using substitution method (putting t = √(1 + 1/x⁴)), converting to rational forms, applying partial fractions, and using logarithm properties to arrive at the final answer. Topics covered: Indefinite integral problem-solving technique Smart substitution using square roots Algebraic manipulation and simplification Partial fractions and standard logarithmic integration Essential calculus practice for JEE Main & JEE Advanced Subscribe to Siyesh IIT-JEE for regular math concept breakdowns, problem solutions, and exam shortcuts! indefinite integration, indefinite integral jee, integration class 12, integral of 1/x root 1+1/x4, calculus jee mains, jee advanced integration problems, substitution method integration, integration tricks for jee, iit jee maths, siyesh iit jee, calculus pyq jee, cbse class 12 integration #JEE #JEEMains #JEEAdvanced #Calculus #Integration #IndefiniteIntegration #IITJEE #Maths