Word Formation & Alphabetical Arrangement

Word Formation — akshron ka hisaab

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Word Formation & Alphabetical Arrangement

  • Alphabet & Word Problems
  • Word Formation & Alphabetical Arrangement
Hello दोस्तों! MeraExam की एक और class में आपका स्वागत है। आज का topic है — Word Formation — akshron ka hisaab। मैं promise करती हूँ, आज के बाद ये topic आपको आसान लगेगा। शुरू करें?
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Learning Objective

Decide whether a word can be built from another word's letters, and answer nth-letter questions after alphabetical arrangement.

🎯 Learning Objective

Decide whether a word can be built from another word's letters, and answer nth-letter questions after alphabetical arrangement.

💡 Concept

  • A word CAN be formed from another only if every needed letter appears in the source at least as many times as required
  • Method: write the source word's letters with their counts, then tick off the target word letter by letter
  • One letter missing, or needed twice but present once → formation impossible; that is usually the answer option
  • Arrangement questions: write the word's letters in A-to-Z order, then count to the asked position from left or right
  • Another classic: after alphabetical arrangement, how many letters stay at their ORIGINAL position — compare the two rows

✏️ Easy Example

Q. If the letters of RAILWAY are arranged alphabetically, which letter comes 4th from the left?

  1. Letters: R, A, I, L, W, A, Y
  2. Alphabetical: A, A, I, L, R, W, Y
  3. Count to the 4th: A(1), A(2), I(3), L(4)

Answer: L

🇮🇳 Real-Life Example

Scrabble and Wordament are pure word formation — you can only play a word if your rack actually holds every tile it needs, repeats included.

📝 Exam-Level Example

Q. Which word CANNOT be formed from the letters of EXAMINATION: NATION, EXAM, MOTION?

  1. EXAMINATION stock: A×2, I×2, N×2, E, X, M, T, O — note only ONE O
  2. NATION needs N,A,T,I,O,N → all available; EXAM → all available
  3. MOTION needs two O's but stock has one

Answer: MOTION

📝 Exam-Level Example

Q. If the letters of CHAIR are arranged alphabetically, how many letters remain at their original position?

  1. Original: C, H, A, I, R
  2. Arranged: A, C, H, I, R
  3. Compare position-wise: only I (4th) and R (5th) match

Answer: 2 letters (I and R)

🪄 Memory Trick

Go straight to the repeated letters of each option first — 90% of 'cannot be formed' answers fail on a repeated letter, not a missing one.

⚠️ Common Mistakes

  • ❌ Ignoring letter counts — seeing O present once and approving a word that needs O twice
  • ❌ Counting from the wrong side in arrangement questions — read 'from the left/right' twice
  • ❌ Rearranging only part of the word alphabetically under time pressure — write all letters first

🏆 Exam Tips

  • ✅ Write the source word's letter stock with counts (A×2, N×2 ...) before touching the options
  • ✅ In arrangement questions, write the sorted row directly UNDER the original row — position comparisons become visual

📌 Summary

  • Formation = every letter available in required count
  • Repeated letters are the real test — count them
  • Arrange A→Z, then count to the asked position carefully
  • Compare rows position-wise for 'same place' questions