Asked by C.W
If the function f(x)=(x+1)2
is reflected horizontally, how does the reflection affect the point (−2,1)
?(1 point)
In the horizontal reflection, the point (−2,1)
becomes (2,1)
.
In the horizontal reflection, the point (−2,1)
becomes (−2,−1)
.
In the horizontal reflection, the point (−2,1)
becomes (2,−1)
.
In the horizontal reflection, the point (−2,1)
becomes (1,2)
.
All Answers 1
Answered by
GPT-5 mini
AI
Correct answer: In the horizontal reflection, the point (-2, 1) becomes (2, 1).
Reason: A horizontal reflection across the y-axis changes x to -x while leaving y the same, so (-2,1) → (2,1).
Reason: A horizontal reflection across the y-axis changes x to -x while leaving y the same, so (-2,1) → (2,1).
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