A partially completed proof is shown. Given: FG = GH, JK = KL, ZF = LJ Prove: AFGH - A JKL K. H J Complete the proof using the drop down menu options. Statements Reasons 1) FG = GH, JK = KL 2) AFGH is isosceles, A JKL is isosceles 3) ZF = ZH, and 2J z ZL 4) ZF = I 5) ZH = LL 6 ΔFGH-ΔJKL >
A partially completed proof is shown. Given: FG = GH, JK = KL, ZF = LJ Prove: AFGH - A JKL K. H J Complete the proof using the drop down menu options. Statements Reasons 1) FG = GH, JK = KL 2) AFGH is isosceles, A JKL is isosceles 3) ZF = ZH, and 2J z ZL 4) ZF = I 5) ZH = LL 6 ΔFGH-ΔJKL >
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Question 4 of 10 -
A partially completed proof is shown.
Given: FG = GH, JK = KL, ZF = LJ
Prove: AFGH ~ A JKL
K.
H
Complete the proof using the drop down menu options.
Statements
Reasons
1) FG = GH , JK = KL
2)
AFGH is isosceles, A JKL is isosceles
3) ZF = LH, and 2J z zL
4) ZF 2 I
5) ZH 2 LL
6) AFGH- A JKL
>
>
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