(i) Six friends A, B, C, D, E and F are sitti | vedclass

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(NONE) Let us arrange the friends based on the given conditions:$1$. From $(ii)$,$E$ is to the left of $D$. Let $D$ be at position $1$,then $E$ is at

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$(iii)$

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(NONE) Let us arrange the friends based on the given conditions:$1$. From $(ii)$,$E$ is to the left of $D$. Let $D$ be at position $1$,then $E$ is at position $6$ (assuming clockwise numbering $1$ to $6$).$2$. From $(iv)$,$F$ is between $E$ and $A$. Since $E$ is at $6$,$F$ must be at $5$ and $A$ at $4$.$3$. From $(iii)$,$C$ is between $A$ and $B$. Since $A$ is at $4$,$C$ must be at $3$ and $B$ at $2$.$4$. The final arrangement is: $D(1), B(2), C(3), A(4), F(5), E(6)$.All statements $(i), (ii), (iii),$ and $(iv)$ are required to fix the positions of all six friends. Therefore,none of the statements is superfluous.

$(i)$ Six friends $A, B, C, D, E$ and $F$ are sitting in a closed circle facing the centre.
$(ii)$ $E$ is to the left of $D$.
$(iii)$ $C$ is between $A$ and $B$.
$(iv)$ $F$ is between $E$ and $A$.
Which of the above given statements is superfluous?

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$(i)$ Six friends $A, B, C, D, E$ and $F$ are sitting in a closed circle facing the centre.$(ii)$ $E$ is to the left of $D$.$(iii)$ $C$ is between $A$ and $B$.$(iv)$ $F$ is between $E$ and $A$.Which of the above given statements is superfluous?