Triangles XYZ and EFG XYZ and EFG are given and ΔXYZ≅ΔEFG ∆XYZ≅∆EFG by SAS. SAS. If YZ=2n−5, YX=2n−1, EG=n+8, and FG=n+5, YZ=2n-5, YX=2n-1, EG=n+8, and FG=n+5, then which of the following statements is true. EG=17EG=17 ZY=15ZY=15 n=13n=13 n=6
Triangles XYZ and EFG XYZ and EFG are given and ΔXYZ≅ΔEFG ∆XYZ≅∆EFG by SAS. SAS. If YZ=2n−5, YX=2n−1, EG=n+8, and FG=n+5, YZ=2n-5, YX=2n-1, EG=n+8, and FG=n+5, then which of the following statements is true. EG=17EG=17 ZY=15ZY=15 n=13n=13 n=6
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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Triangles XYZ and EFG XYZ and EFG are given and ΔXYZ≅ΔEFG ∆XYZ≅∆EFG by SAS. SAS. If YZ=2n−5, YX=2n−1, EG=n+8, and FG=n+5, YZ=2n-5, YX=2n-1, EG=n+8, and FG=n+5, then which of the following statements is true.
EG=17EG=17 |
|
ZY=15ZY=15 |
|
n=13n=13 |
|
n=6 |
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