Answer :
The reflection of point that will produce the image at same coordinate (0, k) is across the y - axis
We have a Point with coordinates (0, k).
We have to find the reflection that will produce the image at the same coordinate (0, k).
Consider a Point P (x, y). Find the image of the point across x - axis and y - axis.
For a Point P [tex](x,y)[/tex] the image across -
- x - axis is (x, -y).
- y - axis is (-x, y)
We can use the above laws to find the reflection of point
For Point P(0,k) , the -
- image across x - axis will be (0, -k).
- image across y - axis will be (-0, k), which is same as (0, k).
Hence, the reflection of point that will produce the image at same coordinate [tex](0,k)[/tex] is across the y - axis.
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