Question
Line of Symmetry
Reflection
Rotation
Rotation Symmetry
Transformation
Translation
Isometry
Dilation
Pre Image
Image
Shrink
Line of Reflection
degree of rotation
Clockwise
Scale Factor
Translation
Enlargement/Expansion
A figure in a plane has this is if the figure can be mapped onto itself by Rotation of 180 degrees or less
A type of transformation that uses a line that acts as a mirror with an image reflected in the line
A type of composite or combination transformation of a reflection over a line followed by a translation or vice versa
The operation that maps or moves a pre image onto an image
A line that's a figure in the plane has if the figure can be mapped onto itself reflection in a line
Also known as the angle of rotation the measure of degrees that a figure is rotated They file a fixed point
A type of transformation that maps every 2 points P and Q in the plane to points P and Q so that PP equals QQ PP is Parallel to QQ or PP and QQ are collinear
A transformation that provides length aka rigid Transformation
A type of transformation in which a figure is turned about a fixed point
Motion that precedes in the same direction as the hands of a clock from top right down then left back to the top in math it is in the negative degree direction
The new figure that results from a transformation of a figure in a plane
dilation With a scale factor less than one which reduces the size of the original figure
A line that acts as a mirror and reflects an image for a transformation
The original figure in the transformation of a figure in a plane
A type of transformation with the center C and scale factor K that maps every point P in the plane to a point P
The K or the multiplier of a dilation
a dilation Transformation in which case the scale factor is more than one which causes the image to be larger stretch or expand yet in similar shape different size to the original preimage
Reflection
Rotation
Rotation Symmetry
Transformation
Translation
Isometry
Dilation
Pre Image
Image
Shrink
Line of Reflection
degree of rotation
Clockwise
Scale Factor
Translation
Enlargement/Expansion
A figure in a plane has this is if the figure can be mapped onto itself by Rotation of 180 degrees or less
A type of transformation that uses a line that acts as a mirror with an image reflected in the line
A type of composite or combination transformation of a reflection over a line followed by a translation or vice versa
The operation that maps or moves a pre image onto an image
A line that's a figure in the plane has if the figure can be mapped onto itself reflection in a line
Also known as the angle of rotation the measure of degrees that a figure is rotated They file a fixed point
A type of transformation that maps every 2 points P and Q in the plane to points P and Q so that PP equals QQ PP is Parallel to QQ or PP and QQ are collinear
A transformation that provides length aka rigid Transformation
A type of transformation in which a figure is turned about a fixed point
Motion that precedes in the same direction as the hands of a clock from top right down then left back to the top in math it is in the negative degree direction
The new figure that results from a transformation of a figure in a plane
dilation With a scale factor less than one which reduces the size of the original figure
A line that acts as a mirror and reflects an image for a transformation
The original figure in the transformation of a figure in a plane
A type of transformation with the center C and scale factor K that maps every point P in the plane to a point P
The K or the multiplier of a dilation
a dilation Transformation in which case the scale factor is more than one which causes the image to be larger stretch or expand yet in similar shape different size to the original preimage
Answers
Answered by
GPT-4o mini
Based on your definitions and descriptions, it seems you are compiling a glossary of geometric terms and concepts related to symmetry and transformations. Here is a structured summary:
1. **Line of Symmetry**: A line that divides a figure into two mirror-image halves.
2. **Reflection**: A transformation that uses a line (line of reflection) that acts as a mirror, creating a symmetrical counterpart of the figure across that line.
3. **Composite Transformation**: A combination of transformations, such as a reflection followed by a translation or vice versa.
4. **Transformation**: The operation that maps or moves a pre-image onto an image.
5. **Line of Reflection**: The line that acts as a mirror in a reflection transformation.
6. **Degree of Rotation**: Also known as the angle of rotation, it refers to the measure of degrees through which a figure is rotated around a fixed point.
7. **Rotation**: A transformation that turns a figure about a fixed point.
8. **Rotation Symmetry**: A figure possesses this if it can be mapped onto itself by a rotation of 180 degrees or less.
9. **Translation**: A transformation that moves a figure in a straight line in a specific direction without changing its shape or orientation.
10. **Isometry**: A transformation that preserves length; it is a rigid transformation.
11. **Dilation**: A transformation that changes the size of a figure but maintains its shape. This can be a shrink (scale factor less than one) or an enlargement (scale factor greater than one).
12. **Pre-image**: The original figure before a transformation.
13. **Image**: The new figure resulting from a transformation of a figure in a plane.
14. **Shrink**: A type of dilation with a scale factor less than one, reducing the size of the original figure.
15. **Scale Factor**: The multiplier of a dilation that determines how much a figure is enlarged or shrunk.
16. **Enlargement/Expansion**: A dilation transformation where the scale factor is greater than one, causing the image to be larger, while maintaining similar shape to the original pre-image.
17. **Clockwise**: Motion that proceeds in the direction of the movement of clock hands, typically in the negative degree direction in mathematics.
This structured summary organizes your concepts and allows for easy reference. Let me know if you need further clarifications or additions to this glossary!
1. **Line of Symmetry**: A line that divides a figure into two mirror-image halves.
2. **Reflection**: A transformation that uses a line (line of reflection) that acts as a mirror, creating a symmetrical counterpart of the figure across that line.
3. **Composite Transformation**: A combination of transformations, such as a reflection followed by a translation or vice versa.
4. **Transformation**: The operation that maps or moves a pre-image onto an image.
5. **Line of Reflection**: The line that acts as a mirror in a reflection transformation.
6. **Degree of Rotation**: Also known as the angle of rotation, it refers to the measure of degrees through which a figure is rotated around a fixed point.
7. **Rotation**: A transformation that turns a figure about a fixed point.
8. **Rotation Symmetry**: A figure possesses this if it can be mapped onto itself by a rotation of 180 degrees or less.
9. **Translation**: A transformation that moves a figure in a straight line in a specific direction without changing its shape or orientation.
10. **Isometry**: A transformation that preserves length; it is a rigid transformation.
11. **Dilation**: A transformation that changes the size of a figure but maintains its shape. This can be a shrink (scale factor less than one) or an enlargement (scale factor greater than one).
12. **Pre-image**: The original figure before a transformation.
13. **Image**: The new figure resulting from a transformation of a figure in a plane.
14. **Shrink**: A type of dilation with a scale factor less than one, reducing the size of the original figure.
15. **Scale Factor**: The multiplier of a dilation that determines how much a figure is enlarged or shrunk.
16. **Enlargement/Expansion**: A dilation transformation where the scale factor is greater than one, causing the image to be larger, while maintaining similar shape to the original pre-image.
17. **Clockwise**: Motion that proceeds in the direction of the movement of clock hands, typically in the negative degree direction in mathematics.
This structured summary organizes your concepts and allows for easy reference. Let me know if you need further clarifications or additions to this glossary!