In a world where every time a person tells a lie, they temporarily shrink to half their height for 30 seconds, Amare tells an untruth while standing in a room with a ceiling 8 feet tall. Amare, who is initially 6 feet tall, is next to Kaveri, who is 5 feet 3 inches tall, and they are both facing a mirror on the wall. After Amare shrinks, can Kaveri still see Amare's reflection in the mirror? Respond briefly.
Initially, Amare is 6 feet tall, and the mirror is positioned such that both Amare and Kaveri, who is 5 feet 3 inches tall, can see their reflections. When Amare tells a lie, he shrinks to half his height for 30 seconds, which brings him down to 3 feet. The top of his head would still be below Kaveri's eye level, considering typical proportions of human bodies.

Assuming that the position of the mirror and their distance to it remained constant, and given that Kaveri could see her own reflection before Amare shrank, the change in Amare's height would not block Kaveri's line of sight to the mirror. Therefore, Kaveri would still be able to see her own reflection. However, her view of Amare's reflection would now depend on the height at which the mirror is placed.

If the mirror was positioned high enough on the wall that it could reflect both the taller 6-foot Amare and the shorter 5-foot-3-inch Kaveri, then it's also high enough to reflect the shrunken 3-foot Amare who still stands within the reflective range of the mirror. Therefore, under these circumstances, Kaveri would be able to see both her reflection and Amare's smaller reflection in the mirror after he shrinks.