Question

rigid motion: a transformation that preserves distance and angle measure; also known as a rigid transformation
function: a special relationship 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
image: the new position of a point, line, or figure after a transformation
origin: the intersection of coordinate axes
rotation: the circular motion of a figure around a fixed center point
line of symmetry: an imaginary line midway between each point of a preimage and its corresponding point on the image after a reflection
transformation: a change in the size, position, or orientation of a geometric shape
reflection: a rigid transformation resulting in a mirror image
:: the production of an image by or as if by using a mirror
:: the transformation of a shape across a line of reflection

Explanation:

These are basic geometric concepts. Rigid motion preserves distance and angle measure. A function has a one - to - one relationship between inputs and outputs. An image is the result of a transformation. The origin is the intersection of coordinate axes. Rotation is circular motion around a point. The line of symmetry is equidistant from pre - image and image points after reflection. Transformation changes size, position, or orientation of a shape. Reflection creates a mirror image.

Answer:

rigid motion: a transformation that preserves distance and angle measure; also known as a rigid transformation
function: a special relationship 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
image: the new position of a point, line, or figure after a transformation
origin: the intersection of coordinate axes
rotation: the circular motion of a figure around a fixed center point
line of symmetry: an imaginary line midway between each point of a preimage and its corresponding point on the image after a reflection
transformation: a change in the size, position, or orientation of a geometric shape
reflection: a rigid transformation resulting in a mirror image