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Question

In a certain code language, if NATURE is coded as 'MASUQE', CIRCLE is coded as 'BIQCKE', then what will 'DANGER' be coded as?

The correct answer is
CAMGDR

Decoding the Word 'DANGER'

The problem asks us to find the coding pattern used for 'NATURE' $\rightarrow$ 'MASUQE' and 'CIRCLE' $\rightarrow$ 'BIQCKE', and then apply it to code the word 'DANGER'.

Identifying the Coding Pattern

Let's analyze the first example: NATURE $\rightarrow$ MASUQE

  • The 1st letter N becomes M (N $\rightarrow$ M, which is N-1)
  • The 2nd letter A remains A (A $\rightarrow$ A)
  • The 3rd letter T becomes S (T $\rightarrow$ S, which is T-1)
  • The 4th letter U remains U (U $\rightarrow$ U)
  • The 5th letter R becomes Q (R $\rightarrow$ Q, which is R-1)
  • The 6th letter E remains E (E $\rightarrow$ E)

The observed pattern is: subtract 1 from the letter at odd positions (1st, 3rd, 5th) and keep the letter the same for even positions (2nd, 4th, 6th).

This pattern seems consistent for NATURE.

Applying the Pattern to 'DANGER'

Let's apply the identified pattern (-1 for odd positions, 0 for even positions) to the word DANGER:

  1. D (1st letter, odd position): D - 1 = C
  2. A (2nd letter, even position): Keep A = A
  3. N (3rd letter, odd position): N - 1 = M
  4. G (4th letter, even position): Keep G = G
  5. E (5th letter, odd position): E - 1 = D
  6. R (6th letter, even position): Keep R = R

Combining these letters gives the code: CAMGDR.

Conclusion

The word 'DANGER' is coded as 'CAMGDR' using the alternating pattern of subtracting one and keeping the letter the same based on position.

This matches Option A.

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Important Questions from Coding decoding

  1. The letters from A to Z are numbered from 1 to 26 respectively. If GHI = 1578 and DEF = 912, then what is ABC equal to?

  2. What is the missing term in the following? ACPQ : BESU:: MNGI: @

  3. what is the largest number among the following?

  4. What is the greatest length x such that 3 ½ m and 8 ¾ m are integral multiples of x?

  5. In a certain code, '256' means 'red colour chalk', '589' means 'green colour flower' and '254' means 'white colour chalk'. The digit in the code that indicates `white' is

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