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Question

Input: 85 kite 23 lamp 62 brush
Step 1: brush 85 kite 23 lamp 62
Step 2: brush 85 kite 62 23 lamp
Step 3: brush 85 kite 62 lamp 23
Which of the following describes the logic best?

This question was previously asked in
SSC Stenographer 2025 Question Paper (06-Aug-2025) Shift 2
The correct answer is
Placing words alphabetically from left and numbers in descending order

Understanding the Rearrangement Logic

This problem involves analyzing a sequence of numbers and words and identifying the underlying logic used to rearrange them through several steps. We need to find the option that best describes this logic.

Initial Sequence Analysis

The process begins with the following sequence:

$85 kite 23 lamp 62 brush$

This sequence contains both numbers and words:

  • Words: $kite$, $lamp$, $brush$
  • Numbers: $85$, $23$, $62$

Step-by-Step Transformation

The rearrangement follows these steps:

  1. Step 1: $brush 85 kite 23 lamp 62$

    In this step, the word $brush$ is moved to the first position. Comparing the words ($kite$, $lamp$, $brush$), $brush$ is the first one alphabetically.

  2. Step 2: $brush 85 kite 62 23 lamp$

    Here, the numbers $85$, $23$, $62$ are rearranged to $85$, $62$, $23$. This sequence represents the numbers sorted in descending order. The word $lamp$ is now at the end of the sequence.

  3. Step 3: $brush 85 kite 62 lamp 23$

    The numbers $85$, $62$, $23$ remain in their descending order. The word $lamp$ is moved from the end to the fifth position. This completes the rearrangement.

Identifying the Core Logic

Let's analyze the options based on the observed steps and the final arrangement:

  • Option 1: 'Placing smallest word first; largest number second' - While Step 1 shows the smallest word ($brush$) first and the largest number ($85$) second, this rule doesn't fully explain the subsequent steps or the final structured arrangement.
  • Option 2: 'Placing words alphabetically from left and numbers in descending order' - This option accurately captures the fundamental sorting rules applied. The words in the final sequence are $brush$, $kite$, $lamp$ (alphabetical order). The numbers are $85$, $62$, $23$ (descending order). The steps shown are a specific procedure to interleave these sorted elements. This option best describes the core logic driving the rearrangement.
  • Option 3: 'Words on odd positions and numbers on even positions' - This describes the final structure (W N W N W N), which is correct for the sequence $brush 85 kite 62 lamp 23$. However, Option 2 explains *why* specific words and numbers end up in those positions – because they were sorted alphabetically and descendingly, respectively.
  • Option 4: 'Alphabetically placing words from start; numbers in increasing order from end' - The words are indeed placed alphabetically from the start. However, the numbers ($85$, $62$, $23$) are in descending order, not increasing order from the end (which would be $23$, $62$, $85$).

Based on this analysis, Option 2 provides the most comprehensive description of the logic used.

Final Arrangement Summary

The final sequence obtained after applying the logic is:

$brush 85 kite 62 lamp 23$

This arrangement is characterized by:

  • Words arranged alphabetically from the beginning: $brush$, $kite$, $lamp$.
  • Numbers arranged in descending order: $85$, $62$, $23$.
  • The final sequence results from interleaving these sorted lists.

Therefore, the logic is centered around sorting words alphabetically and numbers in descending order.

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Important Questions from Input Output

  1. When 12 is subtracted from a number, it reduces to its 40%. Two-fifth of that number is:

  2. After an increase of 9% in salary, a person received ₹6,300. What was his salary before the increase (consider integral part only)?

  3. If x : y = 5 : 6, then 2x + 3y : 3x + 5y is:

  4. The salary of employees in a factory was reduced by 20% due to economic crisis. In order to have their salary back to original amount, it must be raised by:

  5. An election was held between two candidates. The winning candidate scored 54% of the valid votes and won by 88 votes. If 58 votes were declared invalid, then find the total number of votes polled in the election.

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