Class 8 Cubes And Cube Roots CBSE Questions & Answers
Class 8 · Cubes And Cube Roots
This is Mathematics Class 8 Cubes and Cube Roots CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
If\({\left( {{\text{1728}}} \right)^{{\text{1}}/{\text{3}}}} = {\text{ 2x }} + {\text{ 2}}\), then the value of x is
- A6
- B8
- C5Correct
- D7
2
If \({\left( {{\text{2197}}} \right)^{{\text{1}}/{\text{3}}}} = {\text{ 2p }} + {\text{ 1}},\)then the value of p is
- A6Correct
- B7
- C8
- D5
3
If\({\left( {{\text{6859}}} \right)^{{\text{1}}/{\text{3}}}} = {\text{ 2p }}--{\text{ 1}}\) , then the value of p is
- A10Correct
- B6
- C5
- D20
4
If\({\left( {{\text{8}}000} \right)^{{\text{1}}/{\text{3}}}} = {\text{ 3p }} + {\text{ 5}}\), then the value of p is
- A5Correct
- B2
- C7
- D8
5
If \({\left( {{\text{9261}}} \right)^{{\text{1}}/{\text{3}}}} = {\text{ 2p }} + {\text{ 3}},\) then the value of p is
- A5
- B7
- C8
- D9Correct
6
The cube root of 15625 is __________.
- A26
- B25Correct
- C27
- D28
7
The cube root of 19683 is __________.
- A23
- B27Correct
- C25
- D21
8
The cube root of 29791 is __________.
- A35
- B31Correct
- C37
- D33
9
The cube root of 42875 is __________.
- A39
- B35Correct
- C37
- D41
10
The cube root of 79507 is __________.
- A45
- B49
- C47
- D43Correct
11
If\(\sqrt[3]{{\frac{x}{y}}} = \frac{3}{4}\), then \(\frac{x}{y} = {\text{ }}\_\_\_\_\_\_\_\_\_.\)
- A64
- B\(\frac{{64}}{{27}}\)
- C27
- D\(\frac{{27}}{{64}}\)Correct
12
If\(\sqrt[3]{{\frac{x}{y}}} = \frac{2}{5}\), then \(\frac{x}{y} = {\text{ }}\_\_\_\_\_\_\_\_\_.\)
- A125
- B\(\frac{{125}}{8}\)
- C8
- D\(\frac{8}{{125}}\)Correct
13
If\(\sqrt[3]{{\frac{x}{y}}} = \frac{3}{7}\), then \(\frac{x}{y} = {\text{ }}\_\_\_\_\_\_\_\_\_.\)
- A343
- B\(\frac{{27}}{{343}}\)Correct
- C\(\frac{{343}}{{27}}\)
- D27
14
If\(\sqrt[3]{{\frac{x}{y}}} = \frac{7}{8}\), then \(\frac{x}{y} = {\text{ }}\_\_\_\_\_\_\_\_\_.\)
- A512
- B\(\frac{{343}}{{512}}\)Correct
- C343
- D\(\frac{{512}}{{343}}\)
15
If\(\sqrt[3]{{\frac{x}{y}}} = \frac{6}{7}\), then \(\frac{x}{y} = {\text{ }}\_\_\_\_\_\_\_\_\_.\)
- A\(\frac{{216}}{{343}}\)Correct
- B\(\frac{{343}}{{216}}\)
- C343
- D216