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Warm up=
Complete the proof:
Given: l1 || l2 and = m &Uacu= te; 2 =3D m Ú 3
Prove: l1 || l3
Statements Reasons
l1 || l2 1.
M Ú2 =3D m Ú 3 2.
m Ú 1 =3D m Ú 2 3.
M Ú 1 =3D m Ú 3 4.
l1 || l3 5.
<= span style=3D'font-size:63%'>6.Given: JKLM ¤ WXYZ,
<= span style=3D'font-size:63%;visibility:hidden'>7.
a.  I= dentify an angle that is congruent to Ú K
b.  I= dentify a segment that is congruent to KL
1.Given
2. Given
3.Corresponding Angles Theorem
4.Transitive Property or Substitution Property
5. Converse of Corresponding Angles Theorem
6.a. Ú X
      b.    XY
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Angle Angle Side
60°
70°
3D"Text
5 m
=
60°
70°<= /div> 3D"Text
5 m
These two triangles are congruent by AAS
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Hypotenuse Leg
This SPECIAL sho= rtcut is ONLY for right triangles.
If the hypotenuse and a leg of a right triangle are = congruent to the hypotenuse and leg of another right triangle, then the two triangles are = congruent.
3D"Text
6.5 cm
3D"Text
4.5 cm
3D"Text
4.5 cm
3D"Text
6.5 cm
If this wasn’t a right tr= iangle, what postulate would it appear to be?
These two triangles are congruent by HL
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We̵= 7;re done taking notes,