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In a certain code language, 'NOISE' is coded as 124 and 'WILD' is coded as 96. How will 'GIVER' be coded in the same language?

  1. A
    120
  2. B
    122
  3. C
    104
  4. D
    111

Solution & Step-by-step Explanation

Let's find the positional values of the letters in the English alphabet (A=1,B=2,…,Z=26).
For 'WILD':

W=23

I=9

L=12

D=4

Sum of positional values = 23+9+12+4=48.

Given code = 96. Notice that 48×2=96.

Let's verify this pattern with 'NOISE':

N=14

O=15

I=9

S=19

E=5

Sum of positional values = 14+15+9+19+5=62.

Given code = 124. Notice that 62×2=124.

The pattern is: Code=(Sum of positional values)×2.

Applying this pattern to 'GIVER':

G=7

I=9

V=22

E=5

R=18

Sum of positional values = 7+9+22+5+18=61.

Code=61×2=122.

Practice this question

Try it yourself before checking the explanation above.

In a certain code language, 'NOISE' is coded as 124 and 'WILD' is coded as 96. How will 'GIVER' be coded in the same language?
A
120
B
122
C
104
D
111

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