CLASS IX MATHEMATICS WORKSHEET CHAPTER 2: POLYNOMIALS VERY SHORT ANSWER TYPE QUESTIONS Factorise p(x) = x4 + x3 – 7x2 –x + 6 by factor theorem
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Math Class X By remainder theorem, the required remainder 9 9 3 9 9 2 Find the values of the constants a and b, if (x – 2) and (x + 3) are
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remainder and factor theorems to factorise and to solve polynomials that are of degree higher than 2 Examine the following division problems in algebra
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20 sept 2019 · Page 9 CHAPTER 2 Polynomials 1 OBJECTIVE QUESTIONS CLASS : 9 th Remainder theorem is not used for factorisation of an
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RS Aggarwal Solutions for Class 9 Maths Chapter 2 - Polynomials Exercise 2(D) PAGE: 90 1 Solution: Given, p(x) = 3 ? 8 Based on the factor theorem,
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This means that we no longer need to write the quotient polynomial down, nor the x in the divisor, to determine our answer -2 x3+4x2- 5x -14 2x2 12x 14 x3
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Class - IX Chapter:- Polynomials Q01 :} Factorize the following by splitting the middle term: a) b) c) Q02 :} Factorize the following by Factor theorem:
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writing the answer in ascending powers of x 2 3 5 1 x x x + + + Question 8 (**+) a) Use the factor theorem to show that ( )5 x ? is a factor of
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in the polynomial is 0 2 Find the value of the polynomial at 9 While applying the remainder theorem, we need to put the zero of the polynomial
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Class - IX Subject - MATHS Unit/Chapter -2 POLYNOMIALS Topic –REMAINDER THEOREM, FACTOR THEOREM Worksheet No -5 *Note- Before attempting the question
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