The relationship between the angles depend on their relative positions.
Response:
- ∠a and ∠c are Vertical angles
- ∠a and ∠b are Adjacent angles and linear pair angles
- ∠b and ∠h are Alternate interior angles
- ∠f and 55° are Alternate exterior angles
- ∠a and ∠e are Corresponding angles
How can the different angles formed be identified?
The possible drawing in the question created based on the relationship between the angles is attached.
∠a and ∠c;
- Vertical angles: Opposite angles formed by intersecting lines
∠a and ∠b
- Adjacent angles: Angles that share a common side
- Linear pair angles: Adjacent angles that sum up to 180° or form a straight line
∠b and ∠h
- Alternate interior angles: Angles formed on the opposite side of a transversal intersecting two coplanar lines, and in the interior region between the lines
∠f and 55°
- Alternate exterior angles: Angles formed on the exterior region between two lines having a common transversal and on the opposite sides of the transversal
∠a and ∠e
- Corresponding angles: Angles formed in similar positions relative to a transversal and the two lines intersected.
Learn more about different types of angles here:
https://brainly.com/question/17006592
