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Integration of 1 / (1 + x⁴) | Complete Method Explained Step by Step In this video, we solve the integral 1 / (1 + x⁴) using partial fractions and factorization techniques. This is a classic and important problem in **integral calculus**, especially useful for **Class 12, engineering maths, and competitive exams**. 🔹 We start by factorizing (1 + x^4) 🔹 Break the expression into partial fractions 🔹 Integrate step by step with clear explanation 🔹 Final answer with logarithmic and inverse trigonometric terms This problem is often considered tricky, but once you understand the method, it becomes very systematic. 📌 *Who is this video for?* ✔ Class 11 & 12 students ✔ Engineering & degree students ✔ Competitive exam aspirants (JEE, GATE, etc.) ✔ Anyone revising calculus fundamentals 🧠 *Prerequisites:* – Partial fractions – Basic integration formulas 📚 *Topics covered:* • Integration • Partial fractions • Rational functions • Standard integrals If this video helped you, *like 👍, share 📤, and subscribe 🔔* for more maths concepts explained simply. 💬 Drop your doubts or request the next problem in the comments! #Integration #Calculus #Maths #PartialFractions #Class12Maths #EngineeringMaths #DefiniteIntegrals #IndefiniteIntegrals