If the code for T is exchanged with I code for N is exchanged with K and so on what will be the code...........

Logical Reasoning(CLAT) Others

Directions (Q70 – Q72): Given below are codes for a few alphabets, based on the coding answer the following questions:

Alphabet	T	n	p	c	g	a	s	e	h	k	i
Symbol	$	%	^	&	*	?	@	+	#	1	2

If the code for T is exchanged with I, code for N is exchanged with K and so on, what will be the code for word “SKIP”?

21%#

?@1$

+?#$

*%$#

Let’s break it down step by step:

- The original codes mapping is:

- S = @

- K = 1

- I = 2

- P = ^

- Now, code for T is exchanged with I: So, T ? I, so I now maps with $

- Code for N is exchanged with K: So, N ? K, so K now maps with %

- Continue for remaining as per statement ("and so on"), so each code is swapped with the next, but based only on the mentioned pairs:

- T ? I : T($), I(2) ? T(2), I($)

- N ? K : N(%), K(1) ? N(1), K(%)

- P ? H : P(^), H(#) ? P(#), H(^)

- C ? A : C(&), A(?) ? C(?), A(&)

- G ? S : G(*), S(@) ? G(@), S(*)

- E (no pair, stays +)

- Now, for word "SKIP":

- S ? *

- K ? %

- I ? $

- P ? #

Thus, the code for "SKIP" = \*%$\#

Option 4: *%$#

- Option 4 is correct.

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