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Three of these four words are given in code.The codes are not written in the same order as the words and one code is missing.Find the code for the word WREN.NECKCREWCANENEWS196546134652

Question

Three of these four words are given in code.The codes are not written in the same order as the words and one code is missing.Find the code for the word WREN.NECKCREWCANENEWS196546134652

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Solution

This is a code-breaking problem. Here are the steps to solve it:

  1. First, we need to identify the words and their corresponding codes. We have three words: NECK, CREW, and NEWS. We also have three codes: 1965, 4613, and 4652.

  2. Next, we need to match the words with their codes. We can do this by looking at the number of letters in each word and the number of digits in each code.

    • NECK has 4 letters and 1965 has 4 digits, so NECK could be 1965.
    • CREW also has 4 letters and 4652 has 4 digits, so CREW could be 4652.
    • NEWS also has 4 letters and 4613 has 4 digits, so NEWS could be 4613.
  3. Now, we need to find the code for the word WREN. We can do this by looking at the codes for the other words.

    • The code for NECK is 1965. If we rearrange the letters in NECK, we get WREN. So, the code for WREN could be a rearrangement of the digits in 1965.
    • The code for CREW is 4652. If we rearrange the letters in CREW, we get WREN. So, the code for WREN could be a rearrangement of the digits in 4652.
    • The code for NEWS is 4613. If we rearrange the letters in NEWS, we get WREN. So, the code for WREN could be a rearrangement of the digits in 4613.
  4. However, without additional information, it's impossible to determine the exact code for WREN. We would need to know the specific rules for how the codes are generated. For example, if the rule is that the code for a word is the same as the code for the word with the same letters rearranged, then the code for WREN would be the same as the code for one of the other words. But without knowing the rule, we can't determine the code for WREN.

This problem has been solved

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