Surface Area of a Square Pyramid
What is the area of the base of a Square Pyramid?
Base of a square pyramid is shaped as square. Thus, the area of the base of square pyramid can be calculated using the formula, for area of square.
Area of base Square Pyramid = a2,
where,
a is the length of the base of the square pyramid.
How many bases does a Square Pyramid have?
A square pyramid is a pyramid with only one base in shape of a square. So, a square pyramid has only one base.
Which two shapes make up a Square Pyramid?
The base of a square pyramid is a square and all its side faces are triangles. So there are two shapes that make up a square pyramid which are square and triangle.
What is the area of one of the triangular faces of a Square Pyramid?
Suppose, a is the length of base and l is the slant height of a square pyramid, then the area of any one of the four triangular side faces is,
Area = ½ × a × l.
Surface Area of a Square Pyramid
Pyramid is a three-dimensional geometric structure with a polygonal base and triangular faces equal to the number of sides in the base. The triangular faces or lateral surfaces of a pyramid meet at a single point known as the apex or the vertex.
In a pyramid, the base is connected to all the faces of the pyramid. Pyramids are classified into different types, such as triangular pyramids, square pyramids, rectangular pyramids, pentagonal pyramids, hexagonal pyramid, etc., based on the shape of the polygonal base.