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Combination

Rewrite the w...

Question

Rewrite the word VOCALIST in the numeric from by writing its first four letters in the reverse order and then the next four letters in the reverse order by substituting I by 8, O by 1, L by 3, T by 2, V by 5, 5 by 7, A by 9 and C by 6

A

92156873

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B

92157683

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C

92516783

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D

96152783

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Solution

The correct option is A $96152783$
We have,
VOCALIST $⟶$ VOCA/LIST $⟶$ ACOV/TSIL $⟶$
Now, substitute 1 by 8, 0 by 1, L by 3, Y by 2, V by 5, 5 by 7, A by 9 and C by 6
So, ACOV/TSIL $⟶$ 96152783.
Hence, option (D) is the correct answer.

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Q. Rewrite the word VOCALIST in the numeric form by writing its first four letters in the reverse order and then the next four letters in the reverse order by substituting I by 7, O by 1, L by 3, T by 6, V by 5, S by 8, A by 9 and C by 2.

Q. If the last four letters of the word 'CONCENTRATION' are written in reverse order followed by next two in the reverse order and next three in the reverse order and then followed by the first four in the reverse order, counting from the end, which letter would be eighth in the new arrangement ?

Q. If the last four letters of the word 'CONCENTRATION' are written in reverse order followed by next two in the reverse order and next three in the reverse order and then followed by the first four in the reverse order, counting from the end, which letter would be eighth in the new arrangement?
(a) N (b) T (c) E (d) R

Q. If the last four letters of the word 'CONCENTRATION' are written in reverse order followed by next (continuing right to left) two in the reverse order and next (continuing right to left) three in the reverse order and then followed by the first four (from left to right) in the reverse order, counting from the end which letter would be eighth in the new arrangement?

Q. A word is represented by only one set of numbers as given in any one of the alternatives. The sets of numbers given in the alternatives are represented by two classes of alphabets as in the two matrices given below. The columns and rows of Matrix I are numbered from

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4

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9

. A letter from these matrices can be represented first by its row and next by its column, e.g.

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		Matrix I
	$0$	$1$	$2$	$3$	$4$
$0$	$A$	$R$	$S$	$N$	$C$
$1$	$N$	$C$	$A$	$R$	$S$
$2$	$S$	$N$	$C$	$A$	$R$
$3$	$R$	$S$	$N$	$C$	$A$
$4$	$C$	$A$	$R$	$S$	$N$

		Matrix II
	$5$	$6$	$7$	$8$	$9$
$5$	$O$	$E$	$L$	$P$	$T$
$6$	$T$	$O$	$E$	$L$	$P$
$7$	$P$	$T$	$O$	$E$	$L$
$8$	$L$	$P$	$T$	$O$	$E$
$9$	$E$	$L$	$P$	$T$	$O$

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