Complete the transformations below.
Then enter the final coordinates of the figure.
A(-3,4)
B(1,2)
C(-2,1)
A'' (-6, [?])
B'' ([],[])
C"" ([],[]).
1) Reflect across X - axis
2 <1, -3>
3) Dilate K = 3

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ivycoveredwalls ivycoveredwalls · Answer 1 · 2021-04-25T01:40:02+02:00

Answer:

B'''(6, -15), C'''(-3, -12)

Step-by-step explanation:

For point B,

[tex]B(1,\,2) \to B'(1,\,-2) \to B''(2,\,-5) \to B'''(6,\,-15)[/tex]

For point C,

[tex]C(-2,\,1) \to C'(-2,\,-1) \to C''(-1,\,-4) \to C'''(-3,\,-12)[/tex]

Reflecting a point across the x-axis: leave the x-coordinate the same; replace the y-coordinate with its opposite.

<1, -3> These are translations: add 1 to x, subtract 3 from y.

Dilate k=3: multiply both x and y by 3.