Meena sees a clock tower reflected upside down in a still pond. The picture shows the reflection, with every numeral flipped. What is the real time?

Read as an ordinary clock the reflection shows about 1:50. A water image turns each angle $a$ into $180^{\circ }-a$, so the real time is $18:30-13:50=4:40$. On the flipped numerals the minute hand is on 8 and the hour hand between 4 and 5.