The areas of any two faces of a cube are equal. Is the given statement true or false
Solution:
A cube is a solid with six faces with all edges of equal length as evident from the figure below:
Each edge of the cube is s in length. Therefore the area of each of the six faces is:
Area of any face of a cube with edge ‘s’ = s²
The statement is True.
✦ Try This: The volume of a cube of side ‘s’ is s/6 multiplied by the surface area of the cube. Is the given statement true or false
The statement is true.
The volume of cube with side ‘s’ = s³
The surface area of a cube with side s is = 6s²
The factor by which the surface area of the cube should be multiplied to get s³ is calculated below:
Let X be the factor which when multiplied by the surface area of the cube (with edge ‘s’) will give the volume of the cube.
X × (6s²) = s³
X = s/6
☛ Also Check: NCERT Solutions for Class 8 Maths Chapter 11
NCERT Exemplar Class 8 Maths Chapter 11 Problem 53
The areas of any two faces of a cube are equal. Is the given statement true or false
Summary:
The areas of any two faces of a cube are equal is a True(T) statement
☛ Related Questions:
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