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✅ Download our education App https://clpdiy7.page.link/q2h2 The Newton Raphson Method is one of the most important numerical methods for the UKPSC Maths Lecturer Exam 2026. This topic is frequently asked in UKPSC Lecturer Mathematics, especially from the Numerical Analysis unit. Candidates preparing for Uttarakhand Maths Lecturer must have a strong command over Newton–Raphson Method derivation, formula, convergence condition, and solved problems. In this chapter, you will learn the Newton Raphson Method step by step, starting from basic theory to exam-oriented tricks that help you solve questions quickly in UKPSC exams. The method is used to find approximate roots of algebraic and transcendental equations, which makes it highly scoring. 📘 Why Newton Raphson Method is Important for UKPSC? Repeatedly asked in UKPSC Maths Lecturer PYQs Direct numerical problems (2–5 marks) Easy to score with proper practice Part of UKPSC Mathematics Syllabus (Numerical Methods) ✍️ What You Will Cover Newton Raphson Method formula and derivation Geometrical interpretation Convergence condition Comparison with Bisection & Regula Falsi Method Solved examples for UKPSC Previous Year Questions (PYQ) and practice 8–10 standard problems, you can easily score full marks from this topic in UKPSC Maths Lecturer Exam. newton raphson method ukpsc ukpsc maths lecturer numerical methods newton raphson method pyq uttarakhand maths lecturer exam 2026 newton raphson method solved examples ukpsc maths lecturer syllabus #NewtonRaphsonMethod #UKPSC_Maths_Lecturer #UKPSC2026 #NumericalMethods #UttarakhandLecturerMaths #MathsLecturerPreparation #UKPSC_PYQ #CrackUKPSC #NewtonRaphsonTrick