Plot the point 𝐢′ C'C

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if 𝐢 (βˆ’1, 6) C\ \left(-1,\ 6\right)C (βˆ’1, 6) is reflected over the π‘¦βˆ’π‘Žπ‘₯𝑖𝑠.y-axis.yβˆ’axis. Click for Help Video.

Your answer must be listed as a coordinate so use parenthesis.

𝐢′= C'=C
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=

1 answer

To reflect the point \( C(-1, 6) \) over the \( y \)-axis, you will change the sign of the \( x \)-coordinate while the \( y \)-coordinate remains the same.

The reflection of point \( C \) over the \( y \)-axis is calculated as follows:

\[ C' = (x', y) = (-(-1), 6) = (1, 6) \]

So, the coordinates of \( C' \) are:

\[ C' = (1, 6) \]