To solve the problem of determining how 'GERMANY' is encoded in the given code language, let's first analyze the provided patterns:
- The word 'PLOY' is encoded as 'QNRC'.
- P to Q: The letter shifts forward by 1 position in the alphabet.
- L to N: The letter shifts forward by 2 positions.
- O to R: The letter shifts forward by 3 positions.
- Y to C: Since the alphabet cycles, the letter shifts forward by 4 positions, counting from Y (Y, Z, A, B, C).
- Next, consider how 'DIRECT' is encoded as 'EKUIHZ'.
- D to E: The letter shifts forward by 1 position.
- I to K: The letter shifts forward by 2 positions.
- R to U: The letter shifts forward by 3 positions.
- E to I: The letter shifts forward by 4 positions.
- C to H: The letter shifts forward by 5 positions.
- T to Z: The letter shifts forward by 6 positions.
We observe a pattern in both examples where each letter shifts forward by subsequent increasing positions: +1, +2, +3, and so on.
Let's apply the same pattern to 'GERMANY':
- G (7th letter) + 1 = H (8th letter)
- E (5th letter) + 2 = G (7th letter)
- R (18th letter) + 3 = U (21st letter)
- M (13th letter) + 4 = Q (17th letter)
- A (1st letter) + 5 = F (6th letter)
- N (14th letter) + 6 = T (20th letter)
- Y (25th letter) + 7 = F (32nd letter; moving from Z to A, B, C, D, E, and F)
Thus, following the pattern, 'GERMANY' would be encoded as 'HGUQFTF'.
The correct answer from the given options is HGUQFTF.
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Important Questions from Coding decoding
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?
What is the missing term in the following? ACPQ : BESU:: MNGI: @
what is the largest number among the following?
What is the greatest length x such that 3 ½ m and 8 ¾ m are integral multiples of x?
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
