yes
Central angle
Congruent angles (or equivalent angles) have the same angle measure.
Measure it, or if it is marked by a letter or number and a different shape has the SAME letter or number then the angles are congruent. A congruent angle are angles that have the same measure. Thye sign that is used to show this is ~=(~on top of the =). For example, ABC ~=PQR. This means that angle ABC has the same measure as PQR.
The same as the central angle of the circle
they have the same angle measure
45˚
The angle is 45 degrees.
Yes
Assuming two angles are complementary, an angle can have the same measure as it's complement when it measures 45 degrees. BECAUSE 45 +45 =90!!
Yes, an angle can have the same measure as its complement, but only if it measures 45 degrees. The complement of an angle ( A ) is defined as ( 90^\circ - A ). Setting these equal gives ( A = 90^\circ - A ), leading to ( 2A = 90^\circ ), which simplifies to ( A = 45^\circ ). Thus, the only angle that is equal to its complement is 45 degrees.
The information given in the question is tautological. By definition, the measure of the supplement of any angle will be 90 degrees more than its complement. So the answer isany angle, x degrees where 0
To be both a complement and a supplement at the same time there can be no angle. However: The angle 45° is self-complementary since 45° + 45° = 90° The angle 90° is self-supplementary since 90° + 90° = 180°
Yes.
Central angle
Angles with the same angle measure are congruent.
congruent
has the same measure