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If A is at (4,4) and A' is at (-1,-4) which sequence of transformations best describes the movement?


A. Reflection across the y-axis, translation five units left

B. Reflection across the y-axis, translation 5 units down

C. Reflection across the x-axis, translation five units left

D. Reflection across the x-axis, translation five units down

Respuesta :

mistynivo

Answer:

a

Step-by-step explanation:

reflection across axis would make the points be (4,-4)

translating five units left would make it (-1, -4)

andrewtrantu2008

Answer:

Answer Choice C is the closest. (**There should be a second transformation in order to get it correct look at my explanation!!**)

Step-by-step explanation:

From our information, I think C is correct.

**There is something missing for the translation**

The reason why C is the closest is that if we reflect across the x-axis, our coordinate for (4,4) would be (4,-4). Then if we went 5 units to the left, then we would get to (-1,-4) in which we have to go up 2.

Answer choices A, B, and D aren't close to (-1,-2).

The closest you'll get on this is C because as I mentioned in my explanation your stopping point would be (-1,-4) in which you need a second transformation that is 2 units up to get exactly (-1, -2).