We fix B in position 3. The remaining 4 positions (1st, 2nd, 4th, 5th) must be filled with the 4 other letters (A, C, D, E), each exactly once — so it's a permutation of 4 distinct letters.

Fri, 17 Apr 2026 14:14:38 +0000

Title: How We Fix B in Position 3: The Perfect B in 3rd Spot Using A, C, D, and E Meta Description: Discover how our algorithm ensures B stays firmly in the third position while perfectly arranging A, C, D, and E in the remaining slots—proof of precision in permutations. --- When solving complex permutations, one of the key challenges is fixing a specific element—like placing B in the third position—while organizing the other letters (A, C, D, E) across the remaining slots. In technical and algorithmic contexts, this isn’t just an arbitrary assignment but a structured, logical arrangement with strict constraints. Here’s how we guarantee B remains fixed in position 3 and A, C, D, E are uniquely assigned to the other four positions, forming a complete permutation.