Given: LM > ON and LO Z MN
Prove: LMNO is a parallelogram.
Angles Segments Triangles State...
Mathematics, 08.07.2020 01:01 Btricia17
Given: LM > ON and LO Z MN
Prove: LMNO is a parallelogram.
Angles Segments Triangles Statements Reasons
SSS
CPCTC
def. of parallelogram
converse of the alt. int. Zs theorem
M
Statements
CITY
✓ 3. LN IN
4. ALNO ANLM
5. ZOLN MNL
16. ZLNO and Z NLM
are alt, interior angles
7. ZOLN and MNL
are alt. interior angles
8. ZLNO = NLM
Reasons
given
3. reflexive property
4. SSS
5. CPCTC
6. def. of alt interior angles
N
7. def. of alt interior angles
Correct Assemble the next
Statement
8. CPCTC
Intro
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