
Each bell ring turns Unmesh through a quarter turn, so his facing direction repeats in a cycle of four: after every four rings he is back to facing the same person he started with, in this case Jayesh. This means only the remainder left over after dividing the total number of rings by four actually decides who he ends up facing, the completed groups of four rings cancel out entirely.
Dividing 3926 by 4 gives 981 complete groups of four, using up \( 981 \times 4 = 3924 \) rings, with \( 3926 - 3924 = 2 \) rings left over.
So the final two rings of the 3926 decide the answer, starting fresh from facing Jayesh: the first of these two rings turns him to face Rajesh, and the second turns him to face Mahesh.
With a remainder of exactly two rings after removing all complete four-ring cycles, Unmesh ends up facing Mahesh.
the correct answer is Option B: Mahesh.

