G H. 16 13 19 9 1 12

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 74E
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Question
Pick 4 of them and answer please ?
- Pick 4 Proofs
1. Given: PSTV is a parallelogram. PQ = RQ
Prove: STV = 4R
2. Given: ABCD and AFGH are parallelograms.
Prove: C 4G
G
F
H
V
4. Given: GHLM is a parallelogram. L= ÁJMG
3. Given: EFGH is a rectangle.
J is the midpoint of EH .
Prove: AGJM is isosceles
Prove: AFJG is isosceles.
H
M.
H.
E
J
5. Given: RHMB is a rhombus with diagonal HB.
Prove: HMX = HRX
6. Given: QRST is a parallelogram. PR=TV.
Prove: APQR EAVST
M.
R
S
B
R
8. Given: ABCD is a rhombus.
7. Given: 1 || m and 15= 7
Prove: The four lines form a parallelogram
E, F, G, and H are the midpoints of the sides.
Prove: EFGH is a parallelogram.
a
2.
E
5.
6.
8/1
15/14
16 13
10
H
11
12
Transcribed Image Text:- Pick 4 Proofs 1. Given: PSTV is a parallelogram. PQ = RQ Prove: STV = 4R 2. Given: ABCD and AFGH are parallelograms. Prove: C 4G G F H V 4. Given: GHLM is a parallelogram. L= ÁJMG 3. Given: EFGH is a rectangle. J is the midpoint of EH . Prove: AGJM is isosceles Prove: AFJG is isosceles. H M. H. E J 5. Given: RHMB is a rhombus with diagonal HB. Prove: HMX = HRX 6. Given: QRST is a parallelogram. PR=TV. Prove: APQR EAVST M. R S B R 8. Given: ABCD is a rhombus. 7. Given: 1 || m and 15= 7 Prove: The four lines form a parallelogram E, F, G, and H are the midpoints of the sides. Prove: EFGH is a parallelogram. a 2. E 5. 6. 8/1 15/14 16 13 10 H 11 12
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