MN | QP and MQ || NP MQ 32.Given: TH Prove: = NP

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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I am having trouble formatting a two column proof for #32
G
Exercises 27-29
vom so A TE
27. Given:
DF = DG and FE = EG
Inomni
Prove:
DÉ bisects ZFDG
28. Given:
DÉ bisects ZFDG
ZF = LG
Prove:
E is the midpoint of FG
E is the midpoint of FG
29. Given:
Aor DF = DG
lim b
wolH
Prove:
DE I FG
In Exercises 30 to 32, draw the triangles that are to be shown
congruent separately. Then complete the proof.
Exercises 3032
Transcribed Image Text:G Exercises 27-29 vom so A TE 27. Given: DF = DG and FE = EG Inomni Prove: DÉ bisects ZFDG 28. Given: DÉ bisects ZFDG ZF = LG Prove: E is the midpoint of FG E is the midpoint of FG 29. Given: Aor DF = DG lim b wolH Prove: DE I FG In Exercises 30 to 32, draw the triangles that are to be shown congruent separately. Then complete the proof. Exercises 3032
152 CHAPTER 3 I TRIANGLES gnibnogaSmo
ZMQP and LNPQ are right Zs
MQ = NP
MP = NQ
30. Given:
Prove:
(HINT: Show AMQP = ANPQ.)
31. Given:
Z1 = 22 and MN = QP
Prove:
MQ || NP
(HINT: Show ANMP = AQPM.)
32.Given:
Prove:
MN || QP and MQ || NP
TH
MQ = NP
(HINT: Show AMQP = APNM.)
33. Given:
RW bisects LSRU
RS = RU
M.
Prove:
ATRU = AVRS
(HINT: First show that
ARSW = ARUW.)
T
Exercise 33
34. Given:
DB 1 BC and CE 1 DE
AB = AE
Prove:
ABDC = AECD
(HINT: First show that
AACE = AADB.)
Transcribed Image Text:152 CHAPTER 3 I TRIANGLES gnibnogaSmo ZMQP and LNPQ are right Zs MQ = NP MP = NQ 30. Given: Prove: (HINT: Show AMQP = ANPQ.) 31. Given: Z1 = 22 and MN = QP Prove: MQ || NP (HINT: Show ANMP = AQPM.) 32.Given: Prove: MN || QP and MQ || NP TH MQ = NP (HINT: Show AMQP = APNM.) 33. Given: RW bisects LSRU RS = RU M. Prove: ATRU = AVRS (HINT: First show that ARSW = ARUW.) T Exercise 33 34. Given: DB 1 BC and CE 1 DE AB = AE Prove: ABDC = AECD (HINT: First show that AACE = AADB.)
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