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Struggling with quadratic expressions that have a negative middle term (like x² - 8x + ?)? This video teaches you exactly how to find the third term and rewrite the expression as a perfect square trinomial, even when the coefficient of x is negative! You'll learn: How to spot and handle negative linear coefficients (-bx) The adjusted rule: Half of -b (which becomes positive), then square it Step-by-step method to turn x² - bx + k into (x - a)² form Clear examples with negative coefficients (no guessing!) Why this builds on Part 1 and prepares you for solving equations Perfect for GCSE (AQA/Edexcel), IGCSE (Cambridge), WAEC, NECO, JAMB, or any algebra student tackling quadratics. If this helped you master negative cases, LIKE 👍, SUBSCRIBE to TECXODE for the full Completing the Square series, and comment: What's an expression with negative b you're working on? I'll help! Playlist: Completing the Square & Solving Quadratics → #CompletingTheSquare #PerfectSquareTrinomial #NegativeCoefficient #QuadraticExpressions #GCSEMaths #IGCSEMaths #AlgebraTutorial #AQA #Edexcel #CambridgeIGCSE #WAEC #JAMB #NECO