Solutions of Polynomials from Mathematics Class - 10 Chhattisgarh Board

Author:Chhattisgarh Board
10th Chhattisgarh Board
IMPORTANT

Chhattisgarh Board Mathematics Solutions from Chapter 1 - Polynomials

The detailed solutions to all the exercises of Polynomials from Mathematics Class - 10 Chhattisgarh Board for 10th Chhattisgarh Board are provided here. The topics covered are such as Remainder Theorem, Introduction To Polynomials and, Factorisation By Using Identities. Students can practice frequently asked questions from this chapter.

Practice Other Topics from Polynomials

Mathematics Class - 10>Algebra>Polynomials>Introduction to Polynomials

This topic introduces to us the concept of polynomials. It discusses the operations of addition, subtraction, and multiplication of polynomials.

Mathematics Class - 10>Algebra>Polynomials>Can we Divide a Polynomial

This topic explains how to divide a polynomial. The concept is explained through solved examples.

Mathematics Class - 10>Algebra>Polynomials>Division by Polynomial with Multiple Terms

This topic describes the division by a polynomial with multiple terms. We write each term separately when dividing a multiple term polynomial by a one term polynomial.

This topic describes the remainder theorem. Using the remainder theorem, we can find the remainder without doing division if we know dividend and divisor.

This topic discusses in detail the factor theorem. It explains the relationship of dividend and divisor by taking an example of algebra where remainder becomes zero, and then use this to find the relationship in polynomials.

Mathematics Class - 10>Algebra>Polynomials>Factorisation by Using Identities

This topic discusses factorisation by using identities. It helps us find factors by splitting the middle term of a polynomial. Several solved examples are provided.

Mathematics Class - 10>Algebra>Polynomials>Value and Zeros of a Quadratic Polynomial

This topic covers the value and zeros of a quadratic polynomial through solved examples. It further discusses the relationship between zeros and coefficients of a polynomial.