Find the incorrect term in the following number series. Series: 24576, 6144, 1536, 386, 96, 24

Introduction / Context: This decreasing series should follow repeated division by 4. A single number not equal to the previous term divided by 4 is the misfit.

Given Data / Assumptions:

• Series: 24576, 6144, 1536, 386, 96, 24
• Expected rule: next = current / 4.

Concept / Approach: Verify each transition with division by 4. The term reached by a failed division is the incorrect one.

Step-by-Step Solution: 24576 / 4 = 6144 ✓ 6144 / 4 = 1536 ✓ 1536 / 4 = 384 (but the series shows 386 ✗) Continuing correctly: 384 / 4 = 96 ✓; 96 / 4 = 24 ✓.

Verification / Alternative check: Replacing 386 with 384 makes the entire chain a perfect /4 ladder.

Why Other Options Are Wrong: 96, 1536, 6144 all are exact quarters of their predecessors or produce correct successors by /4.

Common Pitfalls: Looking for alternating operations when a single consistent division explains all transitions.

Final Answer: 386