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Between the two half straight lines a and b are two
angles. The S point is the vertically opposed angle and the two half
straight lines are called the limbs of the angle.
Instead of coloring the angle, we can mark it with Greek
letters. Usually we only need the first five of the alphabet, some times
even less. The first five letters are: Alpha (which corresponds to the
English letter a), Beta (which corresponds to the English letter b), Gamma
(which corresponds to the English letter g), Delta (which corresponds to the
English letter d), Epsilon (which corresponds to the English letter e).
The size of an angle is indicated and measured by the
unit of degrees. There for, the units angle has the measurement of 1o.

The angles α and α’ lie on two crossing straights
opposite of each other. They are called vertically opposed angles and are
respectively alike.

The angles α and α’ lie on a straight, that is crossed
twice by two other straights that are parallel to each other. We call these
angles stages angles. These angles have the quality of being the same size.

The vertically opposed angle on a stages angle is called
alternate angle and logically has the quality of also being respectively the
same size. The angles α and α’ are consequently the same size in this shape.
There are following types of angles
(shown with their properties)
acute angle < 90 Degrees
right angle = 90 Degrees
obtuse angle > 90 Degrees
straight angle = 180 Degrees
reflex angle > 180 Degrees and < 360
Degrees
full angle = 360 Degrees
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