If the positions of the first and the sixth l | vedclass

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(A) The word is $DISTRIBUTE$ with $10$ letters.Original positions: $1(D), 2(I), 3(S), 4(T), 5(R), 6(I), 7(B), 8(U), 9(T), 10(E)$.Interchanging positio

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$E$

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(A) The word is $DISTRIBUTE$ with $10$ letters.Original positions: $1(D), 2(I), 3(S), 4(T), 5(R), 6(I), 7(B), 8(U), 9(T), 10(E)$.Interchanging positions: $1 leftrightarrow 6, 2 leftrightarrow 7, 3 leftrightarrow 8, 4 leftrightarrow 9, 5 leftrightarrow 10$.New arrangement:Position $1$ gets $6^{th}$ letter $(I)$Position $2$ gets $7^{th}$ letter $(B)$Position $3$ gets $8^{th}$ letter $(U)$Position $4$ gets $9^{th}$ letter $(T)$Position $5$ gets $10^{th}$ letter $(E)$Position $6$ gets $1^{st}$ letter $(D)$Position $7$ gets $2^{nd}$ letter $(I)$Position $8$ gets $3^{rd}$ letter $(S)$Position $9$ gets $4^{th}$ letter $(T)$Position $10$ gets $5^{th}$ letter $(R)$The new sequence is $IBUTEDISTR$.The fifth letter from the left is $E$.

If the positions of the first and the sixth letters in the word $DISTRIBUTE$ are interchanged; similarly the positions of the second and the seventh,the third and the eighth and so on,which of the following letters will be the fifth from left after interchanging the positions?

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