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Flat surface on a solid figure?
the flat surfaces of a solid figure are the
What of a solid figure is a flat surface?
A a solid figure on a flat surface is a plane figure (I do believe)
What is the flat surface of a solid figure?
The flat surface of a solid figure is called a face. For example, a rectangular prism has 6 flat surfaces and therefore 6 faces.
What is a flat surface on a solid figure?
A face is the flat surface on a solid figure. For example, a triangular prism has five flat surfaces and therefore five faces.
What is a net in geometry?
If you had a 3D shape made out of paper, that was all folded and taped together, and you pulled the tape off and layed the figure out flat, then you would get the net of the three dimensional solid.
Flat surface on a solid figure?
the flat surfaces of a solid figure are the
What of a solid figure is a flat surface?
A a solid figure on a flat surface is a plane figure (I do believe)
What is the flat surface of a solid figure?
The flat surface of a solid figure is called a face. For example, a rectangular prism has 6 flat surfaces and therefore 6 faces.
What is a flat shape that can be folded up into a three dimensional solid?
SQUARE
You are a flat shape and can be folded up into a three-dimensional solid what are you?
net
What is a flat shape that can be folded up in to a three dimensional solid?
A square
What is a flat surface on a solid figure?
A face is the flat surface on a solid figure. For example, a triangular prism has five flat surfaces and therefore five faces.
What is a net in geometry?
If you had a 3D shape made out of paper, that was all folded and taped together, and you pulled the tape off and layed the figure out flat, then you would get the net of the three dimensional solid.
A flat shape that can be folded up into a three dimensional solid?
A net for the 3D shape.
What is flat shape that can be folded up into a three dimenional solid?
The net of a 3D shape
Which solid figure has no flat surfaces?
A sphere.
What is a flat side of a solid figure?
A facet.
