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A 41-sided shape is called a tetracontakaihenagon in mathematics. The naming convention for polygons uses Greek numerical prefixes, with "tetraconta" representing 40 and "henagon" representing a 1-sided polygon (which is a circle). Therefore, a 41-sided polygon is a tetracontakaihenagon.
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What is tetracontakaihenagon?
It's a 41 sided polygon.
What is the sum of the measures of the interior angles of a 41-gon?
a line can be described as 2 sided with interior angles totalling 0 degrees a triangle is 3 sided and has interior angles totalling 180 degrees a rectangle is 4 sided and has interior angles totalling 360 degrees ... you should be able to finish the homework problem from that...
How many sides does a polygon have if the sum of the interior angles is 7020?
the sum of angles of a polygon is 180 x (n-2) whefe n is the number of sides re equating your question 7020 = 180 x (n - 2) = 180n -360 rearranging this gives 7380 = 180n therefore n is 7380 divided by 180 = 41 therefore a 41 sided polygon !!
What is the complement and suplement of a 41 degree angle?
C = 90 - 41 = 49 deg S = 180 - 41 = 139 deg
What is 4 squared plus 5 squared?
41
