The number of faces of a square pyramid is _______.a)5b)6c)4d)None of ...
Number of Faces of a Square Pyramid
A square pyramid is a three-dimensional geometric shape that consists of a square base and four triangular faces that meet at a single point called the apex. To determine the number of faces of a square pyramid, we need to count all the flat surfaces that make up the shape.
Explanation:
A square pyramid has the following flat surfaces:
1. Square Base: The square base of the pyramid is a flat surface with four equal sides. It is the bottom face of the pyramid and is in the shape of a square.
2. Four Triangular Faces: Each of the four triangular faces is a flat surface that connects one of the four corners of the square base to the apex of the pyramid. These triangular faces are isosceles triangles, meaning they have two equal sides.
Therefore, the number of faces of a square pyramid is the sum of the square base and the four triangular faces.
Calculation:
1. Square Base: 1 face
2. Triangular Faces: 4 faces
Adding these together, we get:
1 + 4 = 5
Therefore, a square pyramid has a total of 5 faces.
Conclusion:
The correct answer is option A) 5. A square pyramid has 5 faces, which include the square base and four triangular faces.
The number of faces of a square pyramid is _______.a)5b)6c)4d)None of ...
In a square pyramid there are 5 faces.
As square have 4 sides we have to add 1 in it and we will get the correct answer.
Like in pentagon pyramid 5 sides and add a 1 so answer is 6.
Hexagon Pyramid 6 Sides + 1.
=7 Faces