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- Reflect each point in the given mirror line:(4, −9) over the x-axis(0, 6) over the y-axis(−2, 7) in the line x = 1(3, −4) in the line y = -3(−6, 1) in the line y = x
- Find the point whose image is known under a reflection in a horizontal line.
- Write the rule for a vertical line reflection and find B.
- Find a using a reflection in the line y = -x.
- Find the horizontal mirror line that sends one line to another.
- Test Priya's rule for a reflection in x = 1 against the definition.
- Reflect a triangle in x = 1 and look for a horizontal line of symmetry.
- Read the quadrilateral and mirror line from the grid and find the reflected figure.
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Reflections: the lesson ›