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Mathematics, 15.04.2021 21:30 sdavenport84

What is the missing reason for the 5th step in the proof below? Given: Line AE intersects RV at point N.
Prove: Vertical angles ZANR and ZVNE are congruent.
Å
N
STATEMENTS
Line AE intersects RV at point N.
m ANV + ZVNE - 180
MZANV - 180 - ZVNE
REASONS
Given statement
Definition of linear pair:
These two angles form a linear pair, so their
measures sum to 180 degrees
Subtraction:
m2VNE is subtracted from both sides of the
equation
Definition of linear pairs
These two angles also form a linear pair, so their
measures sum to 180 degrees
ZANV + MZANR - 180
(180 - MZVNE)+ZANR - 180
?
ZANR = m2 VNE
ZANR a ZVNE
Simplify:
Simplifying of the equation by subtracting 180 from
both sides and adding m ZVNE to both sides.
Definition of congruent angles
These angles have the same measure, so by
definition, they are congruent.
QED


What is the missing reason for the 5th step in the proof below?

Given: Line AE intersects RV at p

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