Using each letter exactly once, how many meaningful English words can be made from the letters E, P, R, O?

Difficulty: Easy

Correct Answer: Two

Explanation:

Introduction / Context:We must count standard English words (no abbreviations) that can be formed using all letters E, P, R, O exactly once each.

Given Data / Assumptions:

  • Letters: E, P, R, O.
  • Every valid word must be 4 letters long and use each letter once.
  • Exclude abbreviations like “repo” (database jargon) if not treated as standard lexical entries in such tests.

Concept / Approach:Enumerate common anagrams and filter to standard words.

Step-by-Step Solution:

Possible anagrams include: ROPE, PORE, REPO, POER, OPER, OEPR, etc.Recognized common words: ROPE, PORE.Ambiguous/abbrev.: REPO (treated as abbreviation), OPER/POER (not standard words).

Verification / Alternative check:Cross-check both “ROPE” and “PORE” as widely accepted in basic vocabulary lists; others are either misspellings or abbreviations.

Why Other Options Are Wrong:

  • None/One: Under-counts; there are at least two.
  • Three: Over-counts by including an abbreviation or non-word.

Common Pitfalls:Counting “REPO” as a dictionary headword rather than an abbreviation in reasoning test norms.

Final Answer:Two

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