Congruent+Supplements+Theorem+(Section+2.7)

Maura Porter Elizabeth Daugherty Molly Kaniger

Congruent Supplements Theorem If two angles are supplementary, then they equal 180 degrees.

Are the following angles supplementary? Why or why not?

Answer: No, they are not supplementary because they do not equal 180 degrees. They equal 154 degrees.

Hailey Waldenmeyer Katherine Barnthouse Kelly Stokes Peepers Gray

__**Period 2**__ __**Congruent Supplements Theorem**__

Are the following angles considered a Congruent Supplements Theorem? Explain. __**By Hailey Waldenmeyer**__ Answer: Yes, angle 4 complements angle 5, and angle 6 complements angle 5. Therefore, angle 4 is congruent to angle 6.

=Congruence Supplements Theorem=

Peepers Gray
*Completely ignore Line m and everything on it (including the number 2 on top of Line m). Only pay attention to Line l and the angle numbers (angle 1, angle 2, and angle 3).

Question: If angle 2 and angle 3 form a supplementary angle and angle 3 and angle 1 form a supplementary angle, then what does that makes angle 2 and angle 1?
=angle 2 angle 3=



=angle 1=

Answer: It makes them congruent angles.

__**Congruent Supplements Theorem**__ **by: Katherine Barnthouse**

If two angles are supplements of congruent angles (or the same angle) then the two angles are congruent.



**Find the Pair of Congruent Supplements Angles**

**ANSWER:** <1 and <2 (Congruent Supplements Theorem)

KELLY STOKES- CONGRUENT SUPPLEMENTS THEOREM

If < 1 + < 2 are supplemetry and < 1 + < 4 are supplementry then what can we assume?

The Answer: We can assume that < 2 and < 4 are supplementry