Enlarge the given shape by a scale factor of  $-1$ . Use the origin as the centre of enlargement.

 Enlarge shape $DEFG$  by a scale factor of  $-2$, with $\left(-1, -1\right)$ as the centre of enlargement.

Enlarge the object shown by a scale factor of $-1.5$ using the point $\left(1,0\right)$ as the centre of enlargement.

Enlarge the shape by a scale factor of $-\frac{1}{2}$ using the origin as the centre of enlargement.

Triangle $ABC$ maps onto $A\text{'}B\text{'}C\text{'}$ after an enlargement of scale factor two from the centre of enlargement $\left(2,5\right).$ $A\text{'}\text{'}B\text{'}\text{'}C\text{'}\text{'}$ by reflection in the line $x=1$. Draw and label image $A\text{'}B\text{'}C\text{'}$ and image $A\text{'}\text{'}B\text{'}\text{'}C\text{'}\text{'}$.

A square $MNOP$ maps onto $M\text{'}N\text{'}O\text{'}P\text{'}$ after an enlargement of scale factor $1.5$ with the centre of enlargement $\left(3,4\right)$. $M\text{'}N\text{'}O\text{'}P\text{'}$ is then rotated $180°$ about the point $\left(0,6\right)$ to give the image $M\text{'}\text{'}N\text{'}\text{'}O\text{'}\text{'}P\text{'}\text{'}$. Show the position of both $M\text{'}N\text{'}O\text{'}P\text{'}$ and $M\text{'}\text{'}N\text{'}\text{'}O\text{'}\text{'}P\text{'}\text{'}.$

The diagram shows a triangle , labelled $A$. On a grid of squared paper , draw the reflection of triangle $A$ in the y-axis, labelling it triangle $B$

The diagram shows a triangle , labelled $A$. On a grid of squared paper , draw the rotation of a triangle $A$ through $180°$ about the point $\left(4, 3\right),$ labelling it triangle $C$

The diagram shows a triangle , labelled $A$. On a grid of squared paper , draw the enlargement of triangle $A$, scale factor two, centre $\left(4, 5\right)$, labelling it triangle $D$.