Question

If P = (9,5), Find:
Ry=x (P)

Answer 1

The image of P(9,5) under the reflection across the line y=x is (5,9).

The notation "Ry=x" typically indicates a reflection over the line
`\(y = x\)`. In this case, to find the image P' after reflecting point
`\(P = (9, 5)\)` over the line
`\(y = x\)`, you swap the x- and y-coordinates. Therefore, the coordinates of
`P'\)` would be
`\( (5, 9) \)`.

The notation "Ry=x (P)" typically represents a reflection of point P across the line y=x.

To find the image of point P(9,5) under this reflection, we swap the x and y coordinates to obtain the image point.

Therefore, the image of P(9,5) under the reflection across the line y=x is (5,9).