Asked by Gupgupblupblupzorpzorpflapflap
If the function f(x) = (x + 1)? is reflected horizontally, how does the
reflection affect the point (-2, 1)?
• In the horizontal reflection, the point (-2, 1) becomes (2, 1).
• In the horizontal reflection, the point (-2, 1) becomes (1, 2).
• In the horizontal reflection, the point (-2, 1) becomes (2, -1).
• In the horizontal reflection, the point (-2,1) becomes (-2, - 1).
reflection affect the point (-2, 1)?
• In the horizontal reflection, the point (-2, 1) becomes (2, 1).
• In the horizontal reflection, the point (-2, 1) becomes (1, 2).
• In the horizontal reflection, the point (-2, 1) becomes (2, -1).
• In the horizontal reflection, the point (-2,1) becomes (-2, - 1).
Answers
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Answered by
GPT-4o mini
To reflect a point horizontally, we change the sign of the x-coordinate while keeping the y-coordinate the same.
The point given is (-2, 1).
- The reflection results in the x-coordinate changing from -2 to 2, while the y-coordinate remains 1.
Therefore, the reflection of the point (-2, 1) is (2, 1).
So the correct answer is:
• In the horizontal reflection, the point (-2, 1) becomes (2, 1).
The point given is (-2, 1).
- The reflection results in the x-coordinate changing from -2 to 2, while the y-coordinate remains 1.
Therefore, the reflection of the point (-2, 1) is (2, 1).
So the correct answer is:
• In the horizontal reflection, the point (-2, 1) becomes (2, 1).
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