reflections section 9.3. line of reflection the mirror line that an image is reflected over

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Reflections Section 9.3

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Page 1: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Reflections

Section 9.3

Page 2: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Line of Reflection

The mirror line that an image is reflected over.

Page 3: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Line of Reflection

Page 4: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Coordinate Rule for Reflections

If (a,b) is reflected over the x-axis, its image is the point (a, -b)

If (a,b) is reflected over the y-axis, its image is the point (-a, b)

Page 5: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Coordinate Rule for Reflections

If (a,b) is reflected over the line y = x, its image is the point (b, a)

If (a,b) is reflected over the line y = -x, its image is the point (-b, -a)

Page 6: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Coordinate Rule for Reflections

If the point (4, 7) was reflected over the line y = x, what would be its image?

If the point (2, -5) was reflected over the x-axis, what would be its image?

If the point (-3, 6) was reflected over the y-axis, what would be its image?

If the point (-8, -3) was reflected over the line y = -x, what would be its image?

Page 7: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Reflection

A reflection is an isometry (congruence transformation).

Page 8: Reflections Section 9.3. Line of Reflection The mirror line that an image is reflected over

Homework

Reflections Worksheet