SOLUTION: Given:Segment MP is congruent to segment QS. And NP is congruent to QR.
Prove: MN is congruent to RS. This figure is a square with the top left point being M and the top right
Algebra.Com
Question 175909: Given:Segment MP is congruent to segment QS. And NP is congruent to QR.
Prove: MN is congruent to RS. This figure is a square with the top left point being M and the top right is P, bottom left is Q and bottom right is S. Point N is between point M and point P and point R is between Q and S. Please help.
Answer by always20leslie(1) (Show Source): You can put this solution on YOUR website!
I had this one on my Final Exam. It was EXACTLY the same. =) See if this makes sense to you;
Statements-
1. Segment MP is congruent to segment QS; Segment NP is congruent to segment QR.
2. MN + NP = MP
QR + RS = QS
3. MN + QR = MP
NP + RS = QS
4. Seg. MN is congruent to seg. RS
Reasons-
1. Given
2. Segment Addition Postulate
3. Substitution
4. Substitution
Good Luck! Hope I helped!
RELATED QUESTIONS
hi tutor! may you please help me with this complicated question. I already saw an answer... (answered by jim_thompson5910)
how to solve this proof
given: segment ab is congruent to segment cb, angle a is... (answered by richard1234)
Given: RP is congruent to QS
RS is congruent to QP
Prove that: triangle RPQ is... (answered by Mathtut)
Given: angle one is congruent to angle two
Prove: segment AB is congruent to segment... (answered by solver91311)
given: segment PR is parallel to segment QS,
angle QPS is congruent to angle RSP
(answered by ikleyn)
how do you prove
OP
congruent to
QR
when the given is
OP = MN and MN =... (answered by solver91311)
Given S is the Midpoint of segment QT and segment QR is parallel to segment TU Prove that (answered by KMST)
If quadrilateral ACEG is congruent to quadrilateral MNPR with the congruence statement in (answered by ewatrrr)
1. If quadrilateral ACEG is congruent to quadrilateral MNPR with the congruence statement (answered by ewatrrr)