This is a letter coding problem. Let's find the pattern for QUEEN -> OVCFL. - QUEEN is written as OVCFL - Q (-2) -> O - U (+1) -> V - E (-2) - > C - E (+1) -> F - N (-2) -> L The pattern of shifts is -2, +1, -2, +1, -2. The operations alternate between subtracting 2 and adding 1.Now, apply this alternating pattern (-2, +1, -2, +1) to the word 'KING': - K (1st letter, -2) -> K - 2 = I - I (2nd letter, +1) -> I + 1 = J - N (3rd letter, -2) -> N - 2 = L - G (4th letter, +1) -> G + 1 = H Combining the shifted letters, 'KING' is coded as IJLH.
- For 825: 8 -> 3, 2 -> 1, 5 -> 2. The transformed number is 312. - For 437: 4 -> 2, 3 -> 1, 7 - > 3. The transformed number is 213. - For 302: 3 -> 1, 0 -> 0, 2 -> 1. The transformed number is 101.Step 2: Perform the calculation with the transformed numbers. - $312 - 213 + 101$ - $312 - 213 = 99$ - $99 + 101 = 200$Step 3: Transform the digits of the result (200) using the rule. - For 200: 2 -> 1, 0 -> 0, 0 -> 0. The transformed result is 100.The net result after applying the transformation rule to the final answer is 100. 24. In a code language if the word 'QUEEN' is written as OVCF L, how will the word 'KING' be written ?
Asked in MPSC CS Prelims 2012 · Topic: Basics of Computers and Information Technology (Artificial Intelligence (AI) and Machine Learning (ML) Basics: Core Concepts and Applications)
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