C' (-3,5)
C (3,5)
B' (-7,3)
B (7,3)
A' (-3,1)
A (3,1)
Which transformation will map A ABC onto the image A A'B'C'?
O A. a rotation of 90° about the origin
OB. a rotation of -90° about the origin
C. a translation of 6 units to the left
D. a reflection across the v-axis
E. a reflection across the x-axis
RESET

C 35 C 35 B 73 B 73 A 31 A 31 Which transformation will map A ABC onto the image A ABC O A a rotation of 90 about the origin OB a rotation of 90 about the origi class=

Respuesta :

Answer:

D. a reflection over the y-axis

Answer:

C. a reflection over the y-axis

Step-by-step explanation:

Notice how the x-values change from negative to positive while the y values stay the same. This will mean that original is being reflected over an axis. Since only the x-values are changing that would mean that it is being reflected over the y-axis.

Hope this helps :)

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