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An exterior angle of any polygon is _ to an interior angle
Supplementary
The sum of the measures of exterior angles in a convex polygon is _ degrees
360
The formula for _ is 360/n
Each exterior angle
The formula for _ is (n-2)180
Sum of the measures of interior angles of a polygon
The formula for _ is [(n-2)180]/n
Each interior angle
Tessellation that uses congruent regular polygons
Regular
Tessellation that uses more than one kind of regular polygon
Semi regular
Tessellation that uses non regular polygons
Nonregular
If a group if polygons can tesselate, the measure of one interior angle from each polygon must equal _ degrees.
360
Formula for area of a regular polygon?
A=1/2ap