Six flats on a floor in two rows facing North | vedclass

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Question

(A) Let the two rows be Row-$1$ (North-facing) and Row-$2$ (South-facing). Each row has $3$ flats. Let the positions be: Row-$1$ (North-facing): $1, 2

Vedclass · Accepted Answer

$QP$

Vedclass · Answer

(A) Let the two rows be Row-$1$ (North-facing) and Row-$2$ (South-facing). Each row has $3$ flats. Let the positions be: Row-$1$ (North-facing): $1, 2, 3$ Row-$2$ (South-facing): $4, 5, 6$ $S$ and $U$ are diagonally opposite. Let $S$ be at $1$ and $U$ be at $6$. $R$ is next to $U$ and faces South,so $R$ is at $5$. $Q$ faces North and is not next to $S$,so $Q$ must be at $3$. $T$ faces North,so $T$ is at $2$. $P$ is the remaining person,so $P$ is at $4$. Arrangement: Row-$1$: $S(1), T(2), Q(3)$ Row-$2$: $P(4), R(5), U(6)$ Diagonally opposite pairs are $(S, U), (T, R)$ and $(Q, P)$. Thus,the pair $QP$ is diagonally opposite.

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