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Elementary Algebra: Nth Roots, Rational Exponents & Simplifying Radicals | Full Course In this full Elementary Algebra course, you’ll learn how to confidently work with nth roots, rational exponents, simplifying radicals, and rationalizing denominators step-by-step. This course is designed for: High school students College & university students Foundation course Engineering, science & business students Anyone preparing for exams or revising algebra fundamentals 📌 What you will learn in this course: ✔ Understanding nth roots and radical notation ✔ Converting between radicals and rational exponents ✔ Laws of exponents and how to apply them correctly ✔ Simplifying radicals step-by-step ✔ Rationalizing denominators with and without surds ✔ Common algebra mistakes and how to avoid them ✔ Exam-style examples with full working All explanations are clear, practical, and focused on helping you build strong algebra foundations for calculus, engineering math, physics, and beyond. 🎓 Need Help With Algebra, Calculus (I, II, III) or Engineering Mathematics? I offer online tutoring worldwide for: Elementary Algebra Engineering Mathematics Calculus, Differential Equations & Linear Algebra 📧 Contact for tutoring: successgold123@123 👍 Support the Channel If this video helps you: - Like the video 👍 -Subscribe for more math tutorials 🔔 Share with classmates and friends Post your questions in the comments 👇 Keywords nth roots, rational exponents, simplifying radicals, rationalizing denominators, elementary algebra, algebra basics, exponent rules, radical expressions, algebra revision, algebra for beginners, engineering mathematics, algebra for engineering students, math tutorial, online math class, exam revision algebra #️⃣Hashtags #ElementaryAlgebra,#NthRoots,#RationalExponents,#SimplifyingRadicals,#RationalizingDenominators,#AlgebraBasics,#MathTutorial,#EngineeringMath,#OnlineLearning,#MathRevision,#ExamPreparation,#StudyMath,#LearnAlgebra,#STEMEducation For collaborations, tutoring, or academic support, contact: [Email: successgold123@gmail.com ] Twitter : @MathsciC49603