PLEASE HURRY Move options to the blanks to show that ABC DEF using transformations, given the corresponding angles and sides are
congruent.
The first transformation is a
ofΔ ABC
The second transformation is a
ofΔ ABC
The transformations map AB onto
BC onto
CA onto
.ZA onto
ZB onto
and 2C onto
This demonstrates that A ABC =A DEF.
rotation
translation
reflection
up 2 units
down 2 units
90° clockwise about the origin
across the x-axis
across the y-axis
90° counter-clockwise about the origin
FD
EF
DE
ZF
ZE
ZD