1. Here are some points:

   

   Points A, B and C on a coordinate plane, origin O. Horizontal axis scale negative 10 to 8 by 1’s. Vertical axis scale negative 4 to 6 by 1’s. The coordinates of the points are A(negative 6 comma 5), B(3 comma 2) and C(negative 1 comma 0).

   What are the coordinates of \(A\), \(B\), and \(C\) after a translation to the right by 4 units and up 1 unit? Plot these points on the grid, and label them \(A’\), \(B’\) and \(C’\).

2. Here are some points:

   

   Points D, E and F on a coordinate plane, origin O. Horizontal axis scale negative 5 to 5 by 1’s. Vertical axis scale negative 2 to 3 by 1’s. The coordinates of the points are D(negative 3 comma 3), E(5 comma 0) and F(2 comma negative 2).

   What are the coordinates of \(D\), \(E\), and \(F\) after a reflection over the \(y\) axis? Plot these points on the grid, and label them \(D’\), \(E’\) and \(F’\).

3. Here are some points:

   

   Points G, H and I on a coordinate plane, origin O. Horizontal axis scale negative 5 to 5 by 1’s. Vertical axis scale negative 3 to 5 by 1’s. The coordinates of the points are G(negative 1 comma 3), H(negative 4 comma 0) and I(3 comma negative 2).

   What are the coordinates of \(G\), \(H\), and \(I\) after a rotation about \((0,0)\) by \(90^\circ\) clockwise? Plot these points on the grid, and label them \(G’\), \(H’\) and \(I’\).

Describe a sequence of transformations that takes Trapezoid A to Trapezoid B.

Quadrilateral A and its image quadrilateral B are trapezoids. Quadrilateral A is on the right lower corner, bases are vertical and the smaller base is on the right. Quadrilateral B is in the left upper corner, bases are sloping down to the opposite corner and the smaller base is on top.

Reflect Polygon P using line \(\ell\).

Polygon P and dashed line l on a grid. Let (0 comma 0) be the bottom left corner. Then the coordinates of polygon P are (1 comma 2), (2 comma 3), (4 comma 3), (3 comma 2), (3 comma 1) and (2 comma 1). Line l is the vertical line x = 4 point 5.