The vertical angles space the pair the the opposite angle that are created when two lines crosses each other .

You are watching: In the diagram, which angles are vertical angles? check all that apply.

They are likewise known together vertically the opposite angles.

In the given picture , it can be watched that two lines ad and ECare intersecting each other at vertex B.

Then, the pair of angles are vertical angles space :

∠ABE and also ∠CBD

∠ABC and ∠EBD

∠ABE and also ∠CBD

∠ABC and ∠EBD

Step-by-step explanation:

The vertical angles room the pair that the opposite angles that are developed when two lines the cross each various other .

They are also known as vertically opposite angles.

In the given picture , it can be watched that 2 lines advertisement and ECare intersecting each other at crest B.

Then, the pair of angles space vertical angles room :

∠ABE and also ∠CBD

∠ABC and also ∠EBD

1. ABE and CBD

Notice the the vertex is B, therefore these 2 angles share the very same vertex. Accordingly, these two angles space vertical angles.

2. ABC and EBD

The same reasoning is applied here. The vertex is also B. Notice that the angle CBD and also ABD add up come 180 degrees.

Step-by-step explanation:

B:

D:

Step-by-step explanation:

We are provided that a figure

We have to uncover the pair of vertical angle and select two options

Vertical angle:When two lines are intersect come each other then opposite angles are dubbed vertical angle.

From a provided diagram

We have the right to see that

(vertical angle )

(vertical angle )

Hence, alternative D and E space true.

D:

B: If 2 line crosses, then the upright angles room the angle opposite each other. In this way, these angle share the very same vertex. So, the vertical angle are constantly equal. Therefore, in this problem, the right answers are:

1. ABE and CBD

Notice that the crest is B, therefore these two angles re-publishing the very same vertex. Accordingly, these 2 angles room vertical angles.

2. ABC and also EBD

The same reasoning is applied here. The peak is likewise B. An alert that the angle CBD and ABD add up come 180 degrees.

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