Draw a square on a coordinate grid with the following properties and each side of the square is on a horizontal or vertical line. Write down the name of each line.

• The centre of the square is at $(1,2)$
• The sides of the square are parallel to the coordinate axes.

Draw the rectangle with vertices at $A(-1,3), B(2, 3), C(2, -3)$ and $D(-1, -3)$

Draw the rectangle with vertices at $A(-1,3), B(2, 3), C(2, -3)$ and $D(-1, -3)$. Write down the name of the straight line through $A$ and $B$.

Draw the rectangle with vertices at $A(-1,3), B(2, 3), C(2, -3)$ and $D(-1, -3)$. Write down the coordinates of two points on the line through $A$ and $B$.

Draw the rectangle with vertices at $A(-1,3), B(2, 3), C(2, -3)$ and $D(-1, -3)$. Write down the name of straight line through $A$ and $D$.

Draw these lines on a coordinate grid and write down the coordinates of the vertices of the rectangle.

$x=5 x=-4 y=1 y=-3$

One vertex of a square is $\left(1, 2\right)$. Each side of the square is $4$ units long. The sides of the square are parallel to the coordinate axes. What could be the coordinates of the other vertices?

Draw the line $x=1$ on a grid. Label this line $L.$ Also draw a line parallel to line $L$ and $3.5$ units away from $L.$

Draw the line $x=1$ on a grid. Label this line $L.$ Also draw a line parallel to line $L$ and $3.5$ units away from $L.$ Write down the equation of the parallel line.