Class IX : Pearson IIT Foundation Number System Surds 1 By Rajesh Kumar @RajeshTutorials
In mathematics, a surd is a root (like a square root, cube root, etc.) of a number that cannot be simplified to a rational number, meaning it cannot be expressed as a fraction or a terminating/repeating decimal. Here's a more detailed explanation: Definition: A surd is an expression containing a root (square root, cube root, etc.) of a number that is not a perfect power of the root's index. Examples: √2 (square root of 2) is a surd because 2 is not a perfect square. ∛3 (cube root of 3) is a surd because 3 is not a perfect cube. √12 (square root of 12) is a surd because 12 is not a perfect square, but it can be simplified to 2√3. iit foundation class 9 maths solutions,pearson iit foundation class 9 maths solutions,iit jee foundation books for class 9,best books for iit jee foundation class 9,pearson class 9 maths,pearson class 9 maths chapter 1,pearson class 9 maths chapter 1 solutions,number system class 9 pearson,pearson iit foundation books for class 6 maths chapter 1,pearson iit foundation books for class 9 maths chapter 1,surds and exponents class 9,surds and exponents class 9,exponents powers and surds class 9,exponents powers and surds class 9 #iitfoundationcourse #iitfoundation #iitfoundationsyllabus #pearson #pearsoniitfoundation #surds_and_indices #surds #surdsindices Like Share and Subscribe 👉 / @rajeshtutorials My Instagram Link: https://www.instagram.com/invites/con... Fair Use Copyright Disclaimer:- This video is solely meant for educational purpose. We do not want to hurt sentiments of any person or community. With regards 🙏🙏🙏🙏🙏🙏 your friend Rajesh Tutorials Rajesh Kumar YouTube India Contact information: Mobile: +919852164516 WhatsApp: 9852164516 email: [email protected] My address: Rajesh Kumar Teacher Warsaliganj Road Near Sankat Mochan Darwar Mirjanhat Bhagalpur Bihar Pin 812005
