calculate the measure for each exterior angle of a regular unecagon
44.73
32.73
33.73
25.23
none
of the above
The formula to calculate the measure of each exterior angle of a regular polygon is:
360 degrees ÷ number of sides
Therefore, for a regular unecagon (11 sides), the measure of each exterior angle would be:
360 degrees ÷ 11 = 32.73 degrees
So, the correct answer is option Q2: 32.73.
if XE is congruent to XL then XL is congruent to XE is because of
substitution
symmetric
transitive
reflective
Transitive.
Transitive property of congruence states that if one segment (in this case XE) is congruent to a second segment (in this case XL), and if this second segment (XL) is congruent to a third segment (XE again), then the first segment (XE) is congruent to the third segment (XE).
To calculate the measure for each exterior angle of a regular unecagon (a polygon with 11 sides), we can use the formula:
Exterior angle = 360° / number of sides
Using this formula, we can calculate the measure for each exterior angle of a regular unecagon:
Exterior angle = 360° / 11
Exterior angle ≈ 32.73°
Therefore, the correct answer is 32.73.