is it possible to have a regular polygon each whose interior angles is 100*
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to find interior angle of any polygon
formula is 180(n-2) where n is number of sides
so hexagon is of six sides
so 180 ( 6-2 )
720 sum of all interior angles of hexagon
720/6 = 120
each interior angle is of 120
which is less than 100
so we can't have this type of hexagon
formula is 180(n-2) where n is number of sides
so hexagon is of six sides
so 180 ( 6-2 )
720 sum of all interior angles of hexagon
720/6 = 120
each interior angle is of 120
which is less than 100
so we can't have this type of hexagon
Answered by
0
no as
each interior angle of regular hexagon is of 120
which is greater than 100
each interior angle of regular hexagon is of 120
which is greater than 100
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