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What is the flat surface of polyhedron called?
It is called the surface area.
In finding the surface area it is helpful to separate the polyhedron's surface area into the base area and the height?
False...
In finding the surface area it is helpful to separate the polyhedron's surface area into the base area and the lateral area?
The answer is TRUE.
In finding the surface area it is helpful to seperate the polyhedron's surface area into the base area and the lateral area?
True.
What is the sum of the areas of a polyhedron's faces?
Its total surface area.
Related Questions
How can the surface area of a polyhedron be found?
Find the surface area of each face then add them together to give the total surface area.
What is the flat surface of polyhedron called?
It is called the surface area.
In finding the surface area it is helpful to separate the polyhedron's surface area into the base area and the height?
False...
In finding the surface area it is helpful to seperate the polyhedron's surface area into the base area and the lateral area?
True.
In finding the surface area it is helpful to separate the polyhedron's surface area into the base area and the lateral area?
The answer is TRUE.
What is The sum of the areas of a polyhedron's faces is?
the surface area
What is the sum of the areas of a polyhedron's faces?
Its total surface area.
How can you find the surface area of a polyhedron?
Add up the surface area of each of the polygonal faces. There may be a short cut available if it is a regular polyhedron so that all the polygons are the same.
What is the upper limit for the volume of a polyhedron with surface area 1?
0.0941 cubic units.
To calculate the surface area of any polyhedron you find the area of the base and then multiply that value by the number of faces?
False
To calculate the surface area of any polyhedron, you find the area of the base and then multiply that value by the number of faces?
False
To calculate the surface area of any polyhedron you find the area of the base then multiply that value by the number of faces?
False
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