A point A(6, 2) is first reflected across the x-axis, then that image is reflected across the y-axis. Apply the two reflections one after the other: across x-axis flips y; across y-axis flips x. What are the coordinates of the final image?

Question

Accepted Answer

(-6, -2). Across x-axis: (6, 2) -> (6, -2). Across y-axis: (6, -2) -> (-6, -2). Final image is (-6, -2).

A point A(6, 2) is first reflected across the $x$ -axis, then that image is reflected across the $y$ -axis.
Apply the two reflections one after the other: across $x$ -axis flips $y$ ; across $y$ -axis flips $x$ .
What are the coordinates of the final image?

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More Class 8 Coordinates of a Point practice

A point A(6, 2) is first reflected across the x-axis, then that image is reflected across the y-axis.Apply the two reflections one after the other: across x-axis flips y; across y-axis flips x.What are the coordinates of the final image?

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 8 Coordinates of a Point practice

A point A(6, 2) is first reflected across the $x$ -axis, then that image is reflected across the $y$ -axis.
Apply the two reflections one after the other: across $x$ -axis flips $y$ ; across $y$ -axis flips $x$ .
What are the coordinates of the final image?