Question : Directions: In a certain code language, EU324 is written as LN361, and HR529 is written as OK576. How will GS625 be written in that language?
Option 1: LM756
Option 2: LN676
Option 3: MN756
Option 4: NL676
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Correct Answer: NL676
Solution :
Given:
EU324 is written as LN361 and HR529 is written as OK576
.
For alphabets add 7 to the place value of the first letter and subtract 7 from the place value of the second letter of the word EU324 and for numbers, find the square root of the given number and then add 1 to the resultant number, and then find the square to obtain the required alpha-numeric code –
For alphabets
–
E + 7 = L; U – 7 = N
For numbers –
324 → $\sqrt324$ = 18; (18 + 1)
2
= 361
Thus,
EU324
is coded as
LN361
.
And,
HR529 is written as OK576 –
For alphabets
–
H + 7 = O and R – 7 = K
For numbers –
529 → $\sqrt529$ = 23; (23 + 1)
2
= 576
Thus,
HR529
is coded as
OK576
.
Similarly, follow the same pattern for
GS625 –
For alphabets –
G + 7 = N and S – 7 = L
For numbers –
625 → $\sqrt625$ = 25; (25 + 1)
2
= 676
So, GS625 is coded as NL676. Hence, the fourth option is correct.
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