Question

1, 4, 2, 3, 2, ?

• A. 2
• B. 5
• C. 3
• D. 4

Hint:

Look at differences between consecutive terms to find the pattern.

Answer 1

The Correct Option is A

To determine the missing number in the sequence 1, 4, 2, 3, 2, ?, let's analyze the pattern of the numbers:

1. The sequence starts with the number 1.
2. Following 1, the sequence increases to 4.
3. Next, it decreases back to 2.
4. After that, it increases slightly to 3.
5. Then, it returns to 2.

It appears that the sequence alternates between increasing and decreasing. To identify the missing number, it's crucial to note the following points:

• The pattern suggests a symmetrical switch between higher and lower numbers.
• After reaching a peak (or higher point), the sequence moves back to a lower value or stays the same.

If we consider the alternating pattern of increase and decrease, the missing number should logically follow the number 2 and fulfill the pattern's symmetry. If the pattern is forming a particular cycle or repeating pattern, we can hypothesize:

• 1 (rise) → 4 → 2 (fall) → 3 → 2 (stays low)
• The pattern returns here to 1. The number doesn't decrease further.

The next logical step is to maintain the low point after 2, suggesting that the sequence should repeat or reset to the beginning of its structure. Therefore, the number 2 is chosen next.

Thus, the missing number in the sequence is:

2

We can confirm this with logical reasoning that ensures continuity and symmetry or repetition in the pattern.