Point A(–4, 2) is reflected over the line x = 3 to create the point A'. What are the coordinates of A'?
what does x=3 mean
|dw:1373502835947:dw| * the drawn point A is actually A' If you'd see the graph, point A (-4,2) is equidistant (same distance from x=3 as is A' to the vertical line). As point A is 7 units (3 - (-4)) to the left of x=3, point A' will also be 7 units to the right of x=3, which means the x-coordinate of A' is (3 + 7) = 10. As it is reflected about the x=3 line, there will be no change to the y-coordinate (remains as 2)
@markuscl58 x=3 is a vertical line, for all points in the line, the x value of the points are always 3. y=3 is a horizontal line, for all points in the line, the y value of the points are always 3.
thank you
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