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Question

The position of how many letters will change if each of the letters in the word CUSHION is arranged in alphabetical order?

This question was previously asked in
SSC Selection Post 2024 Question Paper (26-Jun-2024) (Shift-4)
The correct answer is
Six

CUSHION Letter Arrangement Explained

This question involves analyzing the word CUSHION and determining how many letters change their position when the letters are rearranged alphabetically.

Step-by-Step Solution

  1. Identify the Original Word:

    The word given is CUSHION.

  2. List the Letters:

    The letters constituting the word CUSHION are C, U, S, H, I, O, N.

  3. Arrange Letters Alphabetically:

    To find the new arrangement, we need to sort these letters in alphabetical order (A to Z). The sorted sequence is: C, H, I, N, O, S, U.

  4. Form the Alphabetically Arranged Word:

    Using the sorted letters, the new word formed is CHINOSU.

  5. Compare Letter Positions:

    We now compare the position of each letter in the original word (CUSHION) with its position in the rearranged word (CHINOSU).

    Position Original Letter (CUSHION) Alphabetical Letter (CHINOSU) Position Changed?
    1 C C No
    2 U H Yes
    3 S I Yes
    4 H N Yes
    5 I O Yes
    6 O S Yes
    7 N U Yes

  6. Count the Letters with Changed Positions:

    From the comparison table, we observe that the letter 'C' at the first position remains unchanged. However, all the other letters (U, S, H, I, O, N) are now in different positions in the word CHINOSU compared to their positions in CUSHION.

    The letters whose positions changed are U, S, H, I, O, and N.

    Counting these letters, we find there are a total of 6 letters that have changed their positions.

Final Count Result

Therefore, after arranging the letters of the word CUSHION in alphabetical order, 6 letters will change their positions.

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