Three of the following four pairs are alike in a certain way and thus form a group. Which is the pair that does **not** belong to that group?

1. ₹¥$£ - Currency
2. ABCD - Letters
3. × + - ÷ - Text
4. 1234 - Numbers

Question

Three of the following four pairs are alike in a certain way and thus form a group. Which is the pair that does **not** belong to that group?

1. ₹¥$£ - Currency
2. ABCD - Letters
3. × + - ÷ - Text
4. 1234 - Numbers

Accepted Answer

**Solution:**

1. The pairs are categorized as follows:
   - ₹¥$£ are currency symbols.
   - ABCD are alphabetical letters.
   - × + - ÷ are mathematical operators.
   - 1234 are numerical digits.

2. The question states that three pairs are alike in a certain way and one is different.

3. According to the logic given:
   - Currency symbols, letters, and numbers are all types of characters representing concrete entities.
   - Mathematical operators (× + - ÷) are symbols used for operations, not text characters or numbers.

4. Therefore, the pair "× + - ÷ - Text" is the odd one out because these are mathematical operators, not text characters.

**Answer:** The pair "× + - ÷ - Text" does not belong to the group.

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