Mahabir Singh Solutions for Chapter: Cubes and Cube Roots, Exercise 1: MATHEMATICAL REASONING
Mahabir Singh Mathematics Solutions for Exercise - Mahabir Singh Solutions for Chapter: Cubes and Cube Roots, Exercise 1: MATHEMATICAL REASONING
Attempt the practice questions on Chapter 7: Cubes and Cube Roots, Exercise 1: MATHEMATICAL REASONING with hints and solutions to strengthen your understanding. IMO Olympiad Work Book 8 solutions are prepared by Experienced Embibe Experts.
Questions from Mahabir Singh Solutions for Chapter: Cubes and Cube Roots, Exercise 1: MATHEMATICAL REASONING with Hints & Solutions
Three numbers are in the ratio to one another. The sum of their cubes is . The numbers are _____.

The cube of a -digit number will contain _____.

The cube of an odd natural number is always _____.

The length of each side of a cubical box is . Its volume is _____.

The unit's digit of the cube of a number is . The unit's digit of it cube root is _____.

The cube of a number is nine times of , then find (where and ).

Two cubes have volumes in the ratio . The ratio of the area of the face of one to that of the other is _____.

The smallest number by which must be multiplied so that the product is a perfect cube, is _____.
