Test Details

Report

Cube And Cube Root-2 (Class 9)

Maths

Nov 16, 4:00 PM

90 minutes

Nov 16, 5:30 PM

100.0 marks

MCQ

50 questions

Birabhadra Pande

I m M.A B.Ed .

Class Details

Maths

English

English Grammar

Social Science

Odia

Hindi Grammar

Class 6,7, 8 , 9 & 10

Maths

English

English Grammar

Social Science

Odia

Hindi Grammar

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Question Text

Question 2 :
Evaluate the given expressions: ${ 27 }^{ \frac { 1 }{ 3 }  }$

Question 3 :
Find the value of ${ \left[ 15625\times \left(- 729 \right)  \right]  }^{ \frac { 1 }{ 3 }  }$

Question 5 :
Find the cube root of $13824$ by the method of prime factorization.

Question 14 :
Find the cube root of the following number by prime factorization method: $13824$

Question 17 :
What is the value of $\displaystyle \sqrt[3]{\left (64\times 729  \right )}=$?

Question 20 :
What is the value of $\displaystyle \sqrt [ 3 ]{ 125 } +\sqrt [ 3 ]{ 125 } $ ? Use estimation method to find the cube root.

Question 21 :
If the cube root of $n$ is $5$ , then find the square of $n$.

Question 24 :
If the cube root of $n$ is $4$, then find the square root of $n$.

Question 26 :
If the cube of $n$ is $729$. Find the square root of $n$.

Question 27 :
What is the value cube root of ${ 4913 }$? Use estimation method to find the cube root.

Question 29 :
Find the cube root of $389017$ by finding their units and ten digits:

Question 31 :
If $\displaystyle \sqrt [ 3 ]{ 675+a } =15$ ,then find the cube root of $\displaystyle \frac { a }{ 100 }. $

Question 34 :
If $\displaystyle { a }^{ 3 }={ b }^{ 21 }$, find the value of $a$.

Question 35 :
The number which is not a perfect cube, from the following is:

Question 36 :
If x and y are integers such that $x^2=64$ and $y^3=64$, which of the following could be true? I. $x=8$ II. $y=-4$ III. $x+y=-4$

Question 40 :
$\sqrt {\root 3 \of {125 + \sqrt {24} } } $ is equal to

Question 41 :
If the cube of $a^3=b$ , then cube root of b$=$

Question 42 :
In the five digit number $1b6a3$, a is the greatest single digit perfect cube and twice of it exceeds by $7$. Then the sum of the number and its cube root is __________.

Question 47 :
What is the approximate value of the cube root of the number $12?$

Question 48 :
State whether true or false: If $x^3 = 11$, then $x=\sqrt[3] {11}$

Question 49 :
What is the approximate value of the cube root of the number $9?$

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