Question

3 lines are shown. One line contains point C, A, E and intersects a line with points B, A, D at point A. Another line extends from point A to point F in between B A E. Which are vertical angles? Check all that apply. ∠EAB and ∠BAC ∠EAB and ∠CAD ∠CAD and ∠FAE ∠CAB and ∠DAE ∠DAC and ∠DAE

Answer 1

Given : 3 lines are shown. One line contains point C, A, E and intersects a line with points B, A, D at point A. Another line extends from point A to point F in between B A E.

To Find :

Which are vertical angles?

∠EAB and ∠BAC

∠EAB and ∠CAD

∠CAD and ∠FAE

∠CAB and ∠DAE

∠DAC and ∠DAE

Solution:

∠EAB and ∠BAC forms a linear pair  ( not Vertically opposite angles)

∠EAB and ∠CAD  - Vertically opposite angles

∠CAD and ∠FAE  ( not vertically opposite angles)

∠CAB and ∠DAE   Vertically opposite angles

∠DAC and ∠DAE  forms a linear pair  ( not Vertically opposite angles)

vertical angles are

∠EAB and ∠CAD

∠CAB and ∠DAE

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Answer 2

Answer:

B and D

Step-by-step explanation:

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