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Logical Reasoningतार्किक क्षमता · वर्गीकरण

Classification (Odd One Out)वर्गीकरण questions and answersप्रश्न और उत्तर

Classification gives four items where three share a property. Find the property and the odd one is obvious.

  • Unlimitedअसीमित fresh questionsनए प्रश्न
  • Answersउत्तर always one tap awayहमेशा एक टैप दूर
  • 1 subtopicउप-टॉपिक
  • SSC CGL ~3
  • TCS NQT ~1

Practice questions are in English for now.अभ्यास के प्रश्न अभी अंग्रेज़ी में हैं।

How classification (odd one out) worksवर्गीकरण को समझिए

For numbers, test the common properties in order: prime or not, perfect square or cube, multiples of a number, digit sums, and n² ± 1 forms.

The property must split the items exactly three to one. If two rules work, prefer the more specific one.

Tricks that save timeसमय बचाने वाली ट्रिक्स

All tricks →सभी ट्रिक्स →

Each trick says when to use it, why it works and when it fails. Formula tricks are checked by code over their whole range.हर ट्रिक बताती है कि उसे कब इस्तेमाल करें, वह क्यों काम करती है और कब नहीं। सूत्र वाली ट्रिक्स को कोड से उनकी पूरी रेंज पर जाँचा गया है।

Exam strategyपरीक्षा रणनीतिRarely taughtकम सिखाई जाने वाली✓ Checked on 270 cases✓ 270 मामलों पर जाँची गई

The series ladder: six checks in a fixed order

Use it when:कब इस्तेमाल करें: Any number series, missing term, wrong term, or a number analogy or odd-one-out that hides a pattern.

  1. Differences constant? (arithmetic)
  2. Differences of differences constant? (quadratic growth)
  3. Ratios constant? (geometric)
  4. Each term = previous × a + b? Find a from two jumps: a = (t₃ − t₂)/(t₂ − t₁).
  5. Near squares or cubes? Compare with n², n³ and check ± a small constant.
  6. Split odd and even positions: two simpler series interleaved.
  7. Stop at the first check that explains every term, then verify it on the last term too.
Exampleउदाहरण

5, 11, 23, 47, 95, ?

→ Differences 6, 12, 24, 48 → check 4: a = 12/6 = 2, b = 1 → ×2 + 1 → 191

Why it works, and when it failsयह क्यों काम करती है, और कब नहीं

Why:क्यों: Exam setters build series from a handful of rules. Checking them from cheapest to costliest finds the rule with the least arithmetic, and step 4 turns the guess “× something + something” into a calculation.

Limits:सीमाएँ: Rare series mix two operations alternately (×2, +3, ×2, +3). If all six checks fail, try alternating operations on consecutive terms.

Solved examplesहल किए गए उदाहरण

Answers and full solutions are shown. Hide them to test yourself first.उत्तर और पूरे हल दिखाए गए हैं। पहले खुद को परखने के लिए इन्हें छिपाइए।

  1. Example 1उदाहरण 1 · Odd one out (numbers) · Easyआसान

    Find the odd one out: 77, 67, 89, 61

    1. 77
    2. 67
    3. 89
    4. 61
    Answer:उत्तर: 77
    1. 61, 67, 89 are prime numbers.
    2. 77 is not, so it is the odd one out.
  2. Example 2उदाहरण 2 · Odd one out (numbers) · Mediumमध्यम

    Find the odd one out: 73, 13, 51, 83

    1. 73
    2. 13
    3. 51
    4. 83
    Answer:उत्तर: 51
    1. 13, 83, 73 are prime numbers.
    2. 51 is not, so it is the odd one out.
  3. Example 3उदाहरण 3 · Odd one out (numbers) · Hardकठिन

    Find the odd one out: 546, 808, 286, 592

    1. 546
    2. 808
    3. 286
    4. 592
    Answer:उत्तर: 546
    1. 592, 286, 808 are numbers whose digits add up to 16.
    2. 546 is not (digit sum 15), so it is the odd one out.
  4. Example 4उदाहरण 4 · Odd one out (numbers) · Mediumमध्यम

    Find the odd one out: 43, 79, 21, 41

    1. 43
    2. 79
    3. 21
    4. 41
    Answer:उत्तर: 21
    1. 43, 79, 41 are prime numbers.
    2. 21 is not, so it is the odd one out.
  5. Example 5उदाहरण 5 · Odd one out (numbers) · Mediumमध्यम

    Find the odd one out: 41, 71, 21, 23

    1. 41
    2. 71
    3. 21
    4. 23
    Answer:उत्तर: 21
    1. 23, 71, 41 are prime numbers.
    2. 21 is not, so it is the odd one out.
  6. Example 6उदाहरण 6 · Odd one out (numbers) · Mediumमध्यम

    Find the odd one out: 44, 132, 120, 110

    1. 44
    2. 132
    3. 120
    4. 110
    Answer:उत्तर: 120
    1. 44, 132, 110 are multiples of 11.
    2. 120 is not, so it is the odd one out.

Common mistakesआम गलतियाँ

  • Stopping at a property that splits two to two.
  • Overthinking: the intended rule is usually simple.

Frequently asked questionsअक्सर पूछे जाने वाले प्रश्न

How do I find the odd one out in numbers?

Check primes, squares, cubes, multiples and digit sums until one property splits the four items three to one.

Is classification asked in SSC?

Yes, usually as several questions on numbers, letters and words.

What about word classification?

Word and letter-cluster classification is coming to this practice set.

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