QUESTION IMAGE
Question
read the sentences below, filling in the blanks with items from this list. each item will be used once.
three
space
pyramid
volume
height
polygon
apex
a three - dimensional solid with a polygonal base and triangular faces is called a ______.
the point where the triangular faces of a pyramid meet is called the ______.
the perpendicular distance from the base to the apex of a pyramid is known as the ______.
the formula for the volume of a pyramid involves multiplying the base area by the height and dividing by ______.
the base of a pyramid can be any ______, such as a rectangle or triangle.
calculating the volume of a pyramid is crucial for determining the amount of three - dimensional ______ within the pyramid.
changes in base shape and dimensions of a pyramid affect its overall ______
Each blank is filled with the matching term from the list, using each term exactly once based on geometric definitions of pyramids:
- The definition matches the term for this 3D solid.
- This is the technical term for the top point of a pyramid.
- This term describes the perpendicular distance from base to apex.
- The pyramid volume formula uses this divisor.
- The base of a pyramid is defined as this closed shape with straight sides.
- Volume measures the 3D amount of this inside a shape.
- Base and dimension changes impact this measure of space the pyramid occupies.
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- A three-dimensional solid with a polygonal base and triangular faces is called a pyramid
- The point where the triangular faces of a pyramid meet is called the apex
- The perpendicular distance from the base to the apex of a pyramid is known as the height
- The formula for the volume of a pyramid involves multiplying the base area by the height and dividing by three
- The base of a pyramid can be any polygon, such as a rectangle or triangle.
- Calculating the volume of a pyramid is crucial for determining the amount of three-dimensional space within the pyramid.
- Changes in base shape and dimensions of a pyramid affect its overall volume