A wall clock hangs tilted, with its 12 mark (orange) leaning to the right, and shows 4:35. Which panel shows the clock as seen in the dashed mirror?

The mirror reverses everything left-to-right, the tilt as well: the 12 mark now leans to the LEFT, and the hands read $11:60-4:35=7:25$ measured from that tilted 12: (b). (a) has the right time but forgets that the tilt flips too, (c) keeps the old tilt, and (d) turns the 12 mark to the bottom.