Class 10 Maths Chapter 2 | Polynomials Ex-2.2 Q.2 (FULL) | NCERT Solutions | Maths with Deepak Sir
Class 10 Maths Chapter 2 | Polynomials Ex-2.2 Q.2 (FULL) | NCERT Solutions | Maths with Deepak Sir Welcome to Maths with Deepak Sir! In this video, we will solve Question 2 of Exercise 2.2 from Chapter 2: Polynomials of the NCERT Class 10 Mathematics textbook. In this question, we are given the sum and product of zeroes, and we are required to find the quadratic polynomial using the standard form: x² – (sum of zeroes)x + product of zeroes This concept is very important for understanding the structure of quadratic polynomials and frequently appears in school exams and CBSE board exams. --- What’s covered in this video: Explanation of how to use the given sum and product of zeroes Derivation of quadratic polynomials using the standard formula Step-by-step solutions to all sub-parts of Q.2 Easy-to-understand method for beginners and Class 10 students Aligned with the latest NCERT syllabus and CBSE guidelines This video is ideal for students who are solving the NCERT textbook and want a clear understanding of the quadratic polynomial formation process. --- Topics Covered: Chapter 2: Polynomials Exercise 2.2 Question 2 (Fully Solved) [Finding quadratic polynomials from given sum and product of zeroes] --- If this video helps you: Like the video to show your support Share it with your classmates and friends Subscribe to the channel for regular NCERT solutions Comment below if you have any doubts – I’ll reply to every comment! --- Watch More Videos from Chapter 2: Exercise 2.2 Q1: [ • Class 10 Maths Chapter 2 – Polynomials | E... ] Upcoming: Chapter-3 [Substitution method for solving pairs of linear equations] --- Follow Maths with Deepak Sir for More: Subscribe here: [ / @mathswithdeepaksir ] --- About the Channel – Maths with Deepak Sir: We provide full NCERT Maths solutions for Classes 9 to 12, explained in a clear and simple way. All videos are based on the official textbook and perfect for school and board exam preparation. #class10maths #ncert #algebra #cbse #exercise2 #polynomials
