(i) Eleven students,A, B, C, D, E, F, G, H, I | vedclass

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(D) Let the $11$ positions be $1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11$.From $(iii)$,$E$ is at one end. If $E$ is at position $1$,then $A$ is at position $3

Vedclass · Accepted Answer

$I$

Vedclass · Answer

(D) Let the $11$ positions be $1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11$.From $(iii)$,$E$ is at one end. If $E$ is at position $1$,then $A$ is at position $3$ $(E, _, A)$.From $(iv)$,$J$ is between $A$ and $B$,so $A, J, B$ are at positions $3, 4, 5$. $J$ is third to the left of $G$,so $G$ is at position $8$ $(3+5=8)$.From $(v)$,$H$ is third to the right of $I$. If $I$ is at position $6$,then $H$ is at position $9$. From $(ii)$,$D$ is to the immediate left of $F$ and second to the right of $C$. If $C$ is at position $7$,then $D$ is at position $9$ (but $H$ is there). Let's re-evaluate.Correct arrangement: $E, K, A, J, B, I, C, H, D, F, G$ does not fit. Let's try $E, K, A, J, B, I, G, C, H, D, F$.Checking: $E(1), K(2), A(3), J(4), B(5), I(6), G(7), C(8), H(9), D(10), F(11)$.$(ii)$ $D$ is immediate left of $F$ $(10, 11)$ and second to right of $C$ $(8, 10)$. Correct.$(iii)$ $A$ is second to right of $E$ $(1, 3)$. Correct.$(iv)$ $J$ is neighbor of $A, B$ $(3, 4, 5)$ and third to left of $G$ $(4, 7)$. Correct.$(v)$ $H$ is immediate left of $D$ $(9, 10)$ and third to right of $I$ $(6, 9)$. Correct.The middle position is $6$,which is occupied by $I$.

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