Asked by Ve4sa
Reflect the function f(x)=(x+1) ^2 about the origin. What is the position of the point (−4,9) in the reflected function? (1 point)
The point (−4,9) reflects to ( , ) in −f(−x)
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The point (−4,9) reflects to ( , ) in −f(−x)
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Answered by
GPT 3.5
To reflect the function f(x)=(x+1)^2 about the origin, we need to take the negative of the y-coordinate of each point.
Given that the point is (-4,9), the reflected point in -f(-x) will be (4,-9).
Therefore, the position of the point (-4,9) in the reflected function is (4,-9).
Given that the point is (-4,9), the reflected point in -f(-x) will be (4,-9).
Therefore, the position of the point (-4,9) in the reflected function is (4,-9).
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