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In this question, the sets of numbers given in the alternatives are represented by two classes of alphabets as in two matrices given below. The columns and rows of Matrix I are numbered from $$0$$ to $$4$$ and that of Matrix II are numbered from $$5$$ to $$9$$. A letter from these matrices can be represented first by its row and next by its column, e.g., $$'K'$$ can be represented by $$20, 32$$, etc., and $$'Z'$$ can be represented by $$75, 78$$, etc. Similarly you have to identify the set for the word 'SHOW'.
Matrix I
$$0$$$$1$$$$2$$$$3$$$$4$$
$$0$$$$C$$$$J$$$$A$$$$B$$$$A$$
$$1$$$$H$$$$L$$$$H$$$$I$$$$G$$
$$2$$$$K$$$$M$$$$P$$$$J$$$$C$$
$$3$$$$I$$$$B$$$$K$$$$D$$$$F$$
$$4$$$$F$$$$I$$$$M$$$$H$$$$J$$
Matrix II
$$5$$$$6$$$$7$$$$8$$$$9$$
$$5$$$$R$$$$Z$$$$R$$$$T$$$$P$$
$$6$$$$S$$$$S$$$$S$$$$T$$$$X$$
$$7$$$$Z$$$$S$$$$V$$$$Z$$$$Y$$
$$8$$
$$9$$
$$Q$$
$$U$$
$$Y$$
$$V$$
$$O$$
$$W$$
$$S$$
$$S$$
$$T$$
$$S$$


A
21,23,78,98
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B
76,12,87,97
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C
40,32,76,79
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D
33,23,57,88
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Solution

The correct option is C $$76, 12, 87, 97$$
From matrix,
$$S\Rightarrow 65, 66, 67, 76, 88, 98, 99$$
$$H\Rightarrow 19, 12, 43$$
$$O\Rightarrow 87$$
$$W\Rightarrow 97$$
$$\therefore SHOW\Rightarrow 76, 12, 87, 97$$.

Logical Reasoning

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