c. If RO = 3x – 12 and RC = 2(x – 2), find x and RO. 2. In Figure 4, OL = IL and mlIPL = M20TL. a. Name the triangle congruent to APLI. b. State the postulate/theorem that will verify their congruency. c. Find the measure of 2OTL, if M2PLT = 5x,MLLOT = 7x – 7, and mzIPL = 2x + 5.

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter3: Triangles
Section3.2: Corresponding Parts Of Congruent Triangles
Problem 33E: Given: RW bisects SRU Prove: RSRU TRUVRS HINT: First show that RSWRUW.
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answer the 2nd one pls

K
S.
E
C
Figure 3
P
Figure 4
14
1. In Figure 3, RK is the angle bisector of 20RC.
a. Name the postulate/theorem that justifies the congruency of AROK and ARCK.
b. If M2ORC = 50, what is MZRKC?
c. If RO = 3x – 12 and RC = 2(x – 2), find x and RO.
2. In Figure 4, OL = IL and mIPL = M2OTL.
a. Name the triangle congruent to APLI.
b. State the postulate/theorem that will verify their congruency.
c. Find the measure of 20TL, if m<PLT = 5x, M2LOT = 7x – 7, and mLIPL = 2x + 5.
Transcribed Image Text:K S. E C Figure 3 P Figure 4 14 1. In Figure 3, RK is the angle bisector of 20RC. a. Name the postulate/theorem that justifies the congruency of AROK and ARCK. b. If M2ORC = 50, what is MZRKC? c. If RO = 3x – 12 and RC = 2(x – 2), find x and RO. 2. In Figure 4, OL = IL and mIPL = M2OTL. a. Name the triangle congruent to APLI. b. State the postulate/theorem that will verify their congruency. c. Find the measure of 20TL, if m<PLT = 5x, M2LOT = 7x – 7, and mLIPL = 2x + 5.
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