(a)[1]
Write down the geometric name of the shaded polygon.
(b)[3]
Describe fully the single transformation that takes the shaded polygon to polygon A.
(c)[2]
Describe fully the single transformation that takes the shaded polygon to polygon B.
(d)[2]
On the grid, draw the reflected image of the shaded polygon in the line $x = 2$.
(e)[2]
On the grid, draw the rotated image of the shaded polygon through $90^\circ$ anti-clockwise about the origin.