Question

A solid right pyramid has a square base. The base edge length is 2 cm longer than the height of the pyramid.



If the height is 6 cm, the volume of the pyramid is ____
cm3.

Answer 1

base length = 2 + height
height = 6
base length = 8
Volume of pyramid = width x length x height /3 = 8 x 8 x 6/3 = 128 cm^3

Answer 2

Volume is a three-dimensional scalar quantity. If the height is 6 cm, the volume of the pyramid is 8 cm³.

What is volume?

The volume is the space inside of a closed vessel. It is a three-dimensional scalar quantity.

As it is given that the edge length of the square base pyramid is 2 cm, while the height of the pyramid is 6 cm. Therefore, the volume of the square base right pyramid can be written as,

$\text{Volume of Pyramid} = \dfrac13 \times a^2 \times h$

$\text{Volume of Pyramid} = \dfrac13 \times (2^2) \times 6 = 8\rm\ cm^3$

Hence, If the height is 6 cm, the volume of the pyramid is 8 cm³.

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