GHI is shown in the coordinate plane. 4- 3- 2 G -1/0 -2 -3 Which transformation will result in AG'H'I being congruent to AGHI? O G+G(-4,0), H →H'(0,3), I → I'(-1,0) O G- G(-8,2), H → H'(2,6), I I'(-2,-2)

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Chapter2: Second-order Linear Odes
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AGHI is shown in the coordinate plane.
5-
4-
3-
H.
2-
-5
-3
Which transformation will result in AGH'I being congruent to AGHI?
O G G(-4,0), H → H'(0, 3), I→ I'(-1,0)
OG G(-8,2), H→ H'(2,6), I→I'(- 2, –2)
O G-G(-2).H- H"(; ).1 →r(--)
O G G(-),H-→H'
Transcribed Image Text:AGHI is shown in the coordinate plane. 5- 4- 3- H. 2- -5 -3 Which transformation will result in AGH'I being congruent to AGHI? O G G(-4,0), H → H'(0, 3), I→ I'(-1,0) OG G(-8,2), H→ H'(2,6), I→I'(- 2, –2) O G-G(-2).H- H"(; ).1 →r(--) O G G(-),H-→H'
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