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They are plane figures
They are closed
They are bounded by 3 or more straight sides
They have the same number of sides as vertices
Their exterior angles add to 360 degrees
Their interior angles add to (n-2)*180 degrees, where n is the number of sides
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What are the properties of an irregular polygon?
irregular polygons don;t have equal angles
What are the common properties of all polygons?
That they all have the same shape and sometimes size
What are the name of the polygons 20-29 sided polygons?
It's quite acceptable to call them 20-29agons but what's more important is knowing how to work out their properties
What are the main branches of Trigonometry?
Basically it is working out the properties of triangles and angles of various polygons.
What are the properties of tessellation?
Polygons that fit together with no gaps or overlaps are said to tessellate with each other.
What are some properties of polygons?
square triangle and etc
What was Euclid's connection to construction?
he made the properties of the polygons.
What is the properties of polyhedrons?
a polyhedron is any 3d figure with all flat polygons for sides(polygons have straight sides)
How are triangles rectangles and squares alike?
They are all polygons having their own particular properties
What are the properties of common polygons?
That they all have the same shape and sometimes size
How do you prepare properties of a polygon?
The properties of polygons predate you - or any other person. You cannot prepare them, they exist as they are with or without you.
What are common properties of all polygons?
That they all have the same shape and sometimes size
What are the properties of an irregular polygon?
irregular polygons don;t have equal angles
What are the common properties of all polygons?
That they all have the same shape and sometimes size
What are the name of the polygons 20-29 sided polygons?
It's quite acceptable to call them 20-29agons but what's more important is knowing how to work out their properties
What are the two main properties of similar of polygons?
Their sides are proportional and their interior angles are the same
What are the main branches of Trigonometry?
Basically it is working out the properties of triangles and angles of various polygons.
