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An obtuse angle.
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What is the measure of each interior angle of a regular 125-gon?
idkk
What is the measures of of the interior angles if and the right angle on the exterior angle is 125?
A right angle is not 125
What is a 125 angle degree?
an obtuse angle -_-
What is the relationship between the measure of an angle and the reflex measure of the angle?
they both measure the angle in degrees
What is the measure of the exterior angle of a 13 sided polygon if the interior angles vertex is 55 degrees?
If an interior angle is 55 deg, the corresponding exterior angle is 125 deg. This has nothing to do with the number of sides of the polygon (unless it is a regular polygon).
An angle that measure 125 degree?
obtuse
Which has a greater measure an angle complementary to an angle measuring 58 degrees or an angle supplementary to an angle measuring 125 degrees?
It is the supplementary angle of 125 degrees which is 55 degrees
What is the measure of each interior angle of a regular 125-gon?
idkk
Three angles of a quadrilateral measure 80 100 and 55 degrees what is the measure of the fourth angle?
125°
When M is supplemental to an angle whose measure is 125 degrees and P is the complement of an angle whose measure is 70 degrees What is M minus P?
55 - 20 = 35
What is the measures of of the interior angles if and the right angle on the exterior angle is 125?
A right angle is not 125
What is the measure of each interior angles of a regular 125-gon?
Each interior angle measures 177.12 degrees
How would you find the degree of an angle of a parrelogram if one angle is 55 degree?
The angle opposite the 55 degree angle will also be 55 degrees. The other two angles will each measure 180 - 55 = 125 degrees.
What is 125 degree angle?
An obtuse angle
What is a 125 angle degree?
an obtuse angle -_-
Is an 125 degrees angle obtuse?
Any angle between 90 and 180 degrees - including 125 degrees - is an obtuse angle.
What is the measure of an angle that is 70 degrees more than its supplement?
Supplementary angles add up to 180° Let the smaller angle be x, then the larger angle is x + 70°, and: x + (x + 70°) = 180° → 2x + 70° = 180° → 2x = 110° → x = 55° → x + 70° = 55° + 70° = 125° Thus the two angles are 55° and 125°. Therefore the angle you want is the larger at 125°.
