PLEASE HURR 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