Test Details

Polynomial

NTSE

Dec 15, 8:00 PM

120 minutes

Dec 15, 9:00 PM

50.0 marks

MCQ

50 questions

satyanarayan sir

I am maths faculty (NITian)

Class Details

Maths Ntse

Class 10th

Maths Ntse

More from satyanarayan sir

(20)

Test

Coordinate Geometry

jee

Maths

0 Likes

0 Views

satyanarayan sir

Feb 15, 2024

Test

Cordinate Geometry

class-10th

Mathsntse

0 Likes

18 Views

satyanarayan sir

Dec 30, 2021

Test

class-10th

Mathsntse

0 Likes

22 Views

satyanarayan sir

Dec 29, 2021

Test

Exponent And Power

class-9th

Maths

0 Likes

17 Views

satyanarayan sir

Dec 27, 2021

Test

Real Number

class-10th

Mathsntse

0 Likes

24 Views

satyanarayan sir

Dec 27, 2021

Test

class-10th

Mathsntse

0 Likes

22 Views

satyanarayan sir

Dec 24, 2021

Test

Herons Formula

class-9th

Maths

0 Likes

48 Views

satyanarayan sir

Dec 24, 2021

Test

Quadratic Equation

class-10th

Mathsntse

0 Likes

149 Views

satyanarayan sir

Dec 23, 2021

Test

Polynomial

class-9th

Maths

0 Likes

25 Views

satyanarayan sir

Dec 23, 2021

Test

Probability

class-10th

Mathsntse

0 Likes

73 Views

satyanarayan sir

Dec 22, 2021

Test

Lines And Angle

class-9th

Maths

0 Likes

34 Views

satyanarayan sir

Dec 22, 2021

Test

Square

class-9th

Maths

0 Likes

26 Views

satyanarayan sir

Dec 20, 2021

Test

Trigonometric

class-10th

Mathsntse

0 Likes

19 Views

satyanarayan sir

Dec 20, 2021

Test

Coordinate Geometry

class-9th

Maths

0 Likes

40 Views

satyanarayan sir

Dec 19, 2021

Test

Real Number

class-10th

Mathsntse

0 Likes

21 Views

satyanarayan sir

Dec 19, 2021

Test

Linear Equation In One Variable

class-9th

Maths

0 Likes

24 Views

satyanarayan sir

Dec 18, 2021

Test

Probability

class-10th

Mathsntse

0 Likes

31 Views

satyanarayan sir

Dec 18, 2021

Test

Lines And Angle

class-9th

Maths

0 Likes

21 Views

satyanarayan sir

Dec 17, 2021

Test

Stasticsts

class-10th

Mathsntse

0 Likes

10 Views

satyanarayan sir

Dec 17, 2021

Test

Lines And Angle

class-9th

Maths

0 Likes

11 Views

satyanarayan sir

Dec 16, 2021

Recommended Content

(20)

Test

class-10th

Mathsntse

0 Likes

22 Views

satyanarayan sir

Dec 29, 2021

Test

Real Number

class-8th

Maths

0 Likes

15 Views

satyanarayan sir

Dec 18, 2021

Test

Trigonometric

class-10th

Mathsntse

0 Likes

24 Views

satyanarayan sir

Dec 12, 2021

Test

Quadratic Equation

class-10th

Mathsntse

0 Likes

149 Views

satyanarayan sir

Dec 23, 2021

Test

class-10th

Mathsntse

0 Likes

25 Views

satyanarayan sir

Dec 14, 2021

Test

Stasticsts

class-10th

Mathsntse

0 Likes

10 Views

satyanarayan sir

Dec 17, 2021

Test

Real Number

class-10th

Mathsntse

0 Likes

24 Views

satyanarayan sir

Dec 27, 2021

Test

class-10th

Mathsntse

0 Likes

22 Views

satyanarayan sir

Dec 24, 2021

Test

Trigonometric

class-10th

Mathsntse

0 Likes

16 Views

satyanarayan sir

Dec 13, 2021

Test

Cordinate Geometry

class-10th

Mathsntse

0 Likes

18 Views

satyanarayan sir

Dec 30, 2021

Test

Probability

class-10th

Mathsntse

0 Likes

31 Views

satyanarayan sir

Dec 18, 2021

Test

Real Number

class-10th

Mathsntse

0 Likes

21 Views

satyanarayan sir

Dec 19, 2021

Test

Quadratic Equation

class-10th

Mathsntse

0 Likes

38 Views

satyanarayan sir

Dec 16, 2021

Test

Trigonometric

class-10th

Mathsntse

0 Likes

19 Views

satyanarayan sir

Dec 20, 2021

Test

Probability

class-10th

Mathsntse

0 Likes

73 Views

satyanarayan sir

Dec 22, 2021

Test

Polynomial

class-9th

Maths

0 Likes

25 Views

satyanarayan sir

Dec 23, 2021

Test

Polynomial

class-9th

Maths

0 Likes

19 Views

satyanarayan sir

Dec 15, 2021

Test

Polynomial

class-9th

Maths

0 Likes

12 Views

satyanarayan sir

Dec 13, 2021

Test

Real Number

class-8th

Maths

0 Likes

26 Views

satyanarayan sir

Dec 24, 2021

Test

Series, Alphabet Test and 13 other Topics

class-10th

Reasoning

0 Likes

14 Views

Khushiram Yadav

Jan 21, 2022

Question Text

Question 1 :
If $x\ne -5$ , then the expression $\cfrac{3x}{x+5}\div \cfrac {6}{4x+20}$ can be simplified to

Question 2 :
Apply the division algorithm to find the remainder on dividing $p(x) = x^4 -3x^2 + 4x + 5$ by $g(x)= x^2 +1 -x.$

Question 3 :
If the roots of ${ x }^{ 2 }-2mx+{ m }^{ 2 }-1=0$ lie between $-2$ and $4$, then

Question 5 :
If $\alpha , \beta $ are the roots of the equation $ax^{2}+bx+c=0$, find the value of $\alpha ^{2}+\beta ^{2}$.

Question 6 :
Find the Quotient and the Remainder when the first polynomial is divided by the second.$-6x^4 + 5x^2 + 111$ by $2x^2+1$

Question 7 :
Choose the correct answer from the alternatives given. If the expression $2x^2$ + 14x - 15 is divided by (x - 4). then the remainder is

Question 8 :
State whether True or False.Divide: $x^2 + 3x -54 $ by $ x-6 $, then the answer is $x+9$.

Question 9 :
Work out the following divisions.$10y(6y + 21) \div 5(2y + 7)$

Question 10 :
State whether True or False.Divide : $a^2 +7a + 12 $ by $  a + 4 $, then the answer is $a+3$.

Question 12 :
If $\alpha , \beta$ are the zeros of the polynomials $f(x) = x^2+x+1 $ then $\dfrac{1}{\alpha}+\dfrac{1}{\beta}=$________.

Question 14 :
The remainder when$4{a^3} - 12{a^2} + 14a - 3$ is divided by $2a-1$, is

Question 15 :
$\alpha $ and $\beta $ are zeroes of polynomial $x^{2}-2x+1,$ then product of zeroes of a polynomial having zeroes $\dfrac{1}{\alpha }$  and    $\dfrac{1}{\beta }$ is

Question 17 :
Find the expression which is equivalent to : $\displaystyle \frac { { x }^{ 3 }+{ x }^{ 2 } }{ { x }^{ 4 }+{ x }^{ 3 } } $?

Question 18 :
The common quantity that must be added to each term of $a^{2}:b^{2}$ to make itequal to $a:b$ is:

Question 20 :
If the quotient of $\displaystyle x^4 - 11x^3 + 44x^2 - 76x +48$. When divided by $(x^2 - 7x +12)$ is $Ax^2 + Bx + C$, then the descending order of A, B, C is

Question 21 :
The product of the roots of the quadratic equation $2x^{2}-8x+3=0$ is

Question 23 :
Factorise the expressions and divide them as directed.$12xy(9x^2-  16y^2)\div  4xy(3x + 4y)$

Question 26 :
If $\alpha , \beta$ are the roots of equation $x^2 \, - \, px \, + \, q \, = \, 0,$ then find the equation the roots of which are $\left ( \alpha ^2  \, \beta ^2 \right )  \,  and  \,  \,  \alpha \, + \,\beta $.

Question 28 :
Work out the following divisions. $96abc(3a -12) (5b +30)\div  144(a-  4) (b+  6)$

Question 31 :
What must be subtracted from $4x^4 - 2x^3 - 6x^2 + x - 5$, so that the result is exactly divisible by $2x^2 + x - 1$?

Question 34 :
State whether True or False.Divide: $12x^2 + 7xy -12y^2 $ by $ 3x + 4y $, then the answer is $x^4+2x^2+4$.

Question 35 :
Is $(3x^{2} + 5xy + 4y^{2})$ a factor of $ 9x^{4} + 3x^{3}y + 16x^{2} y^{2} + 24xy^{3}  + 32y^{4}$?

Question 36 :
What is the remainder, when $(4{x^3} - 3{x^2} + 2x - 1)$ is divided by (x+2)?

Question 38 :
Find the zeros of the following quadratic polynomials and verify the relationship between the zeros and their coefficients.$49x^2-81$

Question 40 :
If $\alpha$ and $\beta$ are the zeroes of the polynomial $4x^{2} + 3x + 7$, then $\dfrac{1}{\alpha }+\dfrac{1}{\beta }$ is equal to:

Question 41 :
Divide:$\left ( 15y^{4}- 16y^{3} + 9y^{2} - \cfrac{1}{3}y - \cfrac{50}{9} \right )$ by $(3y-2)$Answer: $5y^{3} + 2y^{2} - \cfrac{13}{3}y + \cfrac{25}{9}$

Question 42 :
Find the value of a & b, if  $8{x^4} + 14{x^3} - 2{x^2} + ax + b$ is divisible by $4{x^2} + 3x - 2$

Question 43 :
What must be added to $x^3-3x^2-12x + 19$, so that the result is exactly divisible by $x^2 + x-6$?

Question 44 :
Simplify:Find$\ x(x + 1) (x + 2) (x + 3) \div  x(x + 1)$

Question 45 :
If $a\ne 2$, which of the following is equal to $\cfrac { b\left( { a }^{ 2 }-4 \right) }{ ab-2b } $?

Question 47 :
Find the zeroes of the following quadratic polynomial and verify the relationship between the zeroes and their coefficients.$2s^2-(1+2\sqrt 2)s+\sqrt 2$

More from satyanarayan sir

Recommended Content

Learn from Anywhere on Any Device