Question
1. rigid motion: _
2. rotation: _
3. reflection: _
4. function: _
5. transformation: _
6. reflection: _
7. reflection: _
8. line of symmetry: _
9. image: _
10. origin: _
a. the new position of a point, line, or figure after a transformation
b. the circular motion of a figure around a fixed center point
c. a change in the size, position, or orientation of a geometric shape
d. a rigid transformation resulting in a mirror image
e. a transformation that preserves distance and angle measure; also known as rigid transformation
f. the intersection of coordinate axes
g. an imaginary line midway between each point of a preimage and its corresponding point on the image after a reflection
h. a special relationships between terms in an equation where each input has a single output, many times it is written as f(x), where x is a value that is inputted
i. the transformation of a shape across a line of reflection
j. the production of an image by or as if by using a mirror
2. rotation: _
3. reflection: _
4. function: _
5. transformation: _
6. reflection: _
7. reflection: _
8. line of symmetry: _
9. image: _
10. origin: _
a. the new position of a point, line, or figure after a transformation
b. the circular motion of a figure around a fixed center point
c. a change in the size, position, or orientation of a geometric shape
d. a rigid transformation resulting in a mirror image
e. a transformation that preserves distance and angle measure; also known as rigid transformation
f. the intersection of coordinate axes
g. an imaginary line midway between each point of a preimage and its corresponding point on the image after a reflection
h. a special relationships between terms in an equation where each input has a single output, many times it is written as f(x), where x is a value that is inputted
i. the transformation of a shape across a line of reflection
j. the production of an image by or as if by using a mirror
Answers
GPT-4o mini
Here are the definitions matched to their respective terms:
1. rigid motion: **e**. a transformation that preserves distance and angle measure; also known as rigid transformation
2. rotation: **b**. the circular motion of a figure around a fixed center point
3. reflection: **d**. a rigid transformation resulting in a mirror image
4. function: **h**. a special relationships between terms in an equation where each input has a single output, many times it is written as f(x), where x is a value that is inputted
5. transformation: **c**. a change in the size, position, or orientation of a geometric shape
6. reflection: **i**. the transformation of a shape across a line of reflection
7. reflection: **j**. the production of an image by or as if by using a mirror
8. line of symmetry: **g**. an imaginary line midway between each point of a preimage and its corresponding point on the image after a reflection
9. image: **a**. the new position of a point, line, or figure after a transformation
10. origin: **f**. the intersection of coordinate axes
Please note that some concepts, like reflection in points 3, 6, and 7, may overlap in meaning but are placed based on context.
1. rigid motion: **e**. a transformation that preserves distance and angle measure; also known as rigid transformation
2. rotation: **b**. the circular motion of a figure around a fixed center point
3. reflection: **d**. a rigid transformation resulting in a mirror image
4. function: **h**. a special relationships between terms in an equation where each input has a single output, many times it is written as f(x), where x is a value that is inputted
5. transformation: **c**. a change in the size, position, or orientation of a geometric shape
6. reflection: **i**. the transformation of a shape across a line of reflection
7. reflection: **j**. the production of an image by or as if by using a mirror
8. line of symmetry: **g**. an imaginary line midway between each point of a preimage and its corresponding point on the image after a reflection
9. image: **a**. the new position of a point, line, or figure after a transformation
10. origin: **f**. the intersection of coordinate axes
Please note that some concepts, like reflection in points 3, 6, and 7, may overlap in meaning but are placed based on context.