You are trying to prove triangle EHI is congruent to triangle FGI. You need to prove that

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You are trying to prove triangle EHI is congruent to triangle FGI. You need to prove that <EIH is congruent to <FIG. What is the reason for this statement?

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Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

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Answer 17

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Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Solution

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Answer 18

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Answer 19

Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Solution

by Bartleby Expert

SEE SOLUTION

Answer 20

Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Solution

by Bartleby Expert

SEE SOLUTION

Answer 21

Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Answer 22

Follow-up Question

Answer 23

Follow-up Question

Answer 24

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Answer 25

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Answer 26

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Answer 27

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Answer 30

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Answer 31

Follow-up Questions

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Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Solution

by Bartleby Expert

SEE SOLUTION

Answer 32

Read through expert solutions to related follow-up questions below.

Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Solution

by Bartleby Expert

SEE SOLUTION

Answer 33

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Answer 34

Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Solution

by Bartleby Expert

SEE SOLUTION

Answer 35

Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Solution

by Bartleby Expert

SEE SOLUTION

Answer 36

Follow-up Question

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Answer 37

Follow-up Question

Answer 38

Follow-up Question

Answer 39

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Answer 40

so which answered would be correct

Intersecting lines form congruent vertical angles.

Reflexive.

A bisector divides and angle into two congruent parts.

Perpendicular lines form congruent vertical angles.

Answer 41

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Answer 42

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Answer 43

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Answer 44

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Answer 45

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You are trying to prove triangle EHI is congruent to triangle FGI. You need to prove that

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