Can u plz proof read this... thanx?

Relationships between angles



The relationship between the angles on my flag is that every type of an angle has its own

Degree measurement but may be similar to other types (corresponding angles).



Two sets of angles of parallel lines 1 and 2 is constantly intersecting by means of the third line; angle A (flower) and angle B (flower) are called alternate angles forming the “z” formation. These types of an angle have the same degree measurement. Angle C (smiley face) and angle D (smiley face) are as well alternate angles.



Two angles are called complementary angles if the sum of their degree measurements equals 90 degrees. One of the complementary angles is to be the complement of the other.

Can u plz proof read this... thanx?
The relationship that is present, between the angles on my flag, is that every type of angle has it's own degree measurement, but may be similar to other types (corresponding angles).

Two sets of angles of parallel lines 1 and 2 is constantly intersecting by means of the third line: angle A (flower) and angle B (flower) arecalled alternate angles forming the "Z" formation. Angle C (smiley face) and angle D (smiley face) are as well alternate angles.

These types of an angle have the same degree measurement.

Two angles are called complementary angles if the sum of their degree measurements equals 90 degrees, and one of the complementary angles is said to be the complement of the other.