Polynomial Class 9 RS Aggarwal || RS Aggarwal Class 9 Chapter 2 PDF

Krishna Learning website is providing the solution of RS Aggarwal class 9 chapter 2 Polynomial. This chapter Polynomial class 9 will help you to revise the polynomial. This is RS Aggarwal Class 9 Chapter 2 Polynomial Exercise 2A. It is a best solution of polynomial class 9. If you have any doubt related to chapter polynomial, you can ask in the comment box. 

 

 



Polynomial Class 9 RS Aggarwal
RS Aggarwal Chapter 2 Ex 2A
RS Aggarwal Chapter 2 Ex 2A
rs aggarwal chapter 2 solution
rs aggarwal chapter 2 solution

rs aggarwal chapter 2 pdf class 9

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rs aggarwal class 9 chapter 2 pdf download

rs aggarwal class 9 2020-2021

rs aggarwal chapter 2 exercise 2a



































Exercise 2A
 
which of the subsequent expressions ar polynomials? just in case of a polynomial, write their degree.
χ^5-〖2χ〗^3+χ+√3
Answer. it's associate degree expression having non-negative integral
Power of x. conjointly the very best power of x is five.
It is a Polynomial of degree five.
y^3+√3y
Answer. it's associate degree expression having non-negative integral
Power of y. conjointly the very best power of y is three.
It is a Polynomial of degree three.
t^2-2/5 t+√(5 )
Answer. it's associate degree expression having non-negative integral
Power of t. conjointly the very best power of t is two.
It is a Polynomial of degree two.
x^100-1
Answer. it's associate degree expression having non-negative integral
Power of x. conjointly the very best power of x is a hundred.
It is a Polynomial of degree a hundred.
1/√2 x^2-√2x+2
Answer. it's associate degree expression having non-negative integral
Power of x. conjointly the very best power of x is two.
It is Polynomial of degree two.
x^(-2)+2x^(-1)+3
Answer. it's not a polynomial. Since, it's a negative polynomial.
1
Answer. it's a relentless polynomial of degree zero.
(-3)/5
Answer. it's a relentless polynomial of degree zero.
x^2/2-2/x^2
Answer. x^2/2-2/x^2 =1/2 x^2-〖2x〗^(-2) it's not a polynomial. Since, it's a negative power.
√(3&2)x^2-8
Answer. it's associate degree expression with non-negative integral
Power of x is two. it's a polynomial of degree two.
1/〖2x〗^2
Answer. it's not a polynomial.
1/√5 x^(1/2)+1
Answer. it's associate degree expression of x, however the ability of x is in Fraction. Since, it's associate degree expression having aliquot of x. So, it's not a polynomial.
3/5 x^2-7/3 x+9
Answer. it's associate degree expression with non-negative integral power of x, having a highest power of x is two.
It is a polynomial of degree two.
x^4-x^(3/2)+x-3
Answer. it's associate degree expression of x, however the ability of x is in Fraction. Since, it's associate degree expression having aliquot of x. So, it's not a polynomial.
〖2x〗^3+〖2x〗^3+√x-1
Answer. it's associate degree expression of x, however the ability of x is in Fraction. Since, it's associate degree expression having aliquot of x. So, it's not a polynomial.
determine constant, linear, quadratic, cubic and biquadratic polynomials type the subsequent.
-7+x
Answer. it's linear polynomial. [Polynomial of degree 1]
6y
Answer. it's linear polynomial. [Polynomial of degree 1]
〖-z〗^3
Answer. it's cubic polynomial. [Polynomial of degree 3]
1-y-y^3
Answer. it's cubic polynomial. [Polynomial of degree 3]
x-x^3+x^4
Answer. it's polynomial. [Polynomial of degree 4]
1+x+x^2
Answer. it's polynomial. [Polynomial of degree 2]
〖-6x〗^2
Answer. it's polynomial. [Polynomial of degree 2]
–13
Answer. it's constant polynomial. [Polynomial of degree 0]
-p
Answer. it's linear polynomial. [Polynomial of degree 1]
Write
The constant of x^3 in x+3x^2-〖5x〗^3+x^4
Answer. –5
The constant of x in √3-2√2+〖6x〗^2
Answer. -2√2
The constant of x^2 in 2x-3+x^3
Answer. 0
The constant of x in 3/8 x^2-2/7 x+1/6
Answer. -2/7
The constant term in π/2 x^2+7x-2/5 π
Answer. -2/5 π
confirm the degree of every of the subsequent polynomials.
(4x-5x^2+〖6x〗^3)/2x
Answer. two-5/2 x+〖3x〗^2 [Degree of the polynomial is 2.]
y^2 (y-y^3 )
Answer. y^3-y^5 [Degree of the polynomial is 5]
(3x-2)(〖2x〗^3+〖3x〗^2)
Answer. =〖6x〗^4+〖9x〗^3-〖4x〗^3-〖6x〗^2
=〖6x〗^4+〖5x〗^3-〖6x〗^2
[Degree of the polynomial is 4]
-1/2 x+3
Answer. [Degree of the polynomial is 1]
-8
Answer. [Degree of the polynomial is 0]
x^(-2) (x^4+x^2)
Answer. x^2+x^0=x^2+1
[Degree of the polynomial is 2]
.
provide associate degree example of a monomial of degree five.
Answer. 〖2x〗^5
provide associate degree example of a binomial of degree eight.
Answer. x+x^8
provide associate degree example of a trinomial of degree four.
Answer. x^4+x^3+x
provide associate degree example of a monomial of degree zero.
Answer. 5
Rewrite every of the subsequent polynomials in commonplace type.
x-〖2x〗^2+8+〖5x〗^3
Answer. 〖5x〗^3-〖2x〗^2+x+8
2/3+〖4y〗^2-3y+〖2y〗^3
Answer. 〖2y〗^3+〖4y〗^2-3y+2/3
〖6x〗^3+2x-x^5-〖3x〗^2
Answer. -x^5+〖6x〗^3-〖3x〗^2+2x
2+t-〖3t〗^3+t^4-t^2
Answer. t^4-〖3t〗^3-t^2+t+2

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