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In this question, a group of numbers/symbols is coded using letters as per the table given below and the conditions which follow. The correct combination of codes following the condition is your answer.

Number/Symbol

^

#

5

7

@

%

>

2

!

?

4

8

$

3

Letter Code

L

F

B

J

D

H

E

X

V

Z

K

U

R

P


Conditions:

(i) If the first element is a symbol and the last, a number, the codes for these two are to be interchanged.

(ii) If the first element is an odd number, then the first and last elements are to be coded as Ø and ¥, respectively.

(iii) If both second and third elements are perfect squares, the third element is to be coded as the code for the second element.

How will ‘7 # ^ 2 !’ be coded?

AJFLX ¥

BJBFVZ

CØFLX¥

DØFLXV

Answer:

C. ØFLX¥

Read Explanation:

The correct code combination for '7 # ^ 2 !' is Ø F L X ¥.

  1. Analyze the Elements:

    • First element: 7 (Odd number)

    • Last element: ! (Symbol)

  2. Check the Conditions:

    • Condition (i): Does not apply (first element is a number, not a symbol).

    • Condition (ii): Applies, because the first element (7) is an odd number. Therefore, the first element must be coded as Ø and the last element must be coded as ¥.

    • Condition (iii): Does not apply (the second and third elements are symbols, not perfect squares).

  3. Apply the Codes from the Table for Middle Elements:

    • # = F

    • ^ = L

    • 2 = X

  4. Combine the Final Code:

    • 7Ø

    • #F

    • ^L

    • 2X

    • !¥



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How many such even digits are there each of which is immediately preceded by an odd digit and also immediately followed by a perfect square?

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Statement:

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Conclusions:

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