Match the reasons with the statements given.
Given:
21= 22
25 = 26
Prove:
MQ= MP
Reflexive
1. 23, 25 are supplementary and 24, 26 are supplementary
2. 25 = 26 and 21 = 22
3. 23 = 24
Given
Supplements to = angles.
СРСТЕ
4. MN = MN
5. Triangle MNQ congruent to Triangle MNP
ASA
6. MQ = MP
Exterior sides in opposite rays.

Match the reasons with the statements givenGiven21 2225 26ProveMQ MPReflexive1 23 25 are supplementary and 24 26 are supplementary2 25 26 and 21 223 23 24GivenS class=

Respuesta :

We start at what it gives us, so 2 matches "Given".

So, 3 matches "Supplements to - angles".

From what we see that 1 matches "Exterior sides in oppposite rays".

We can see that 4 matches "Reflexive".

From this we got that 5 matches "ASA", because the triangles are congruent by angle-side-angle.

Because they are congruent, we match 6 with "CPCTE" (Corresponding Parts of Congruent Triangles are Equal).