Here is Polygon A in the coordinate plane:

1. Draw Polygon B, the image of A, using the \(y\)-axis as the line of reflection.
2. Draw Polygon C, the image of B, using the \(x\)-axis as the line of reflection.
3. Draw Polygon D, the image of C, using the \(x\)-axis as the line of reflection.

The point \((\text{-}4,1)\) is rotated \(180^\circ\) counterclockwise using center \((\text{-}3,0)\). What are the coordinates of the image?

Describe a sequence of transformations for which Triangle B is the image of Triangle A.

Triangle A and its image triangle B on a coordinate plane. Horizontal and vertical axis scale negative 5 to 5 by 1’s. Triangle A has coordinates (negative 2 comma negative 4), (negative 1 comma 0) and (negative 3 comma 2). Triangle B has coordinates (4 comma negative 2), (3 comma 2) and (5 comma 4).

Here is quadrilateral \(ABCD\). Draw the image of quadrilateral \(ABCD\) after each transformation.

1. The translation that takes \(B\) to \(D\).

2. The reflection over segment \(BC\).

3. The rotation about point \(A\) by angle \(DAB\), counterclockwise.