About Me I am a qualified Civil Engineer with a strong quantitative background and a practical, analytical approach to mathematics

Skills and Experience Strong Mathematical & Technical Foundation: My civil engineering background provides me with advanced knowledge of algebra, trigonometry, geometry, calculus, and numerical problem-solving. Practical Application: I bring real-world context to lessons, demonstrating to students how abstract mathematical principles apply to physics, architecture, and real-world scenarios. Structured Problem-Solving: I break down multi-step, complex problems into manageable, clear steps, helping students build logical thinking skills rather than relying on rote memorization. Communication & Adaptability: I adjust my explanation style to match each student's learning speed, whether they need visual representations, step-by-step walkthroughs, or intuitive analogies. Teaching Approach Concept First, Formula Second: I begin by explaining why a mathematical concept works using intuitive explanations and visual aids before introducing formal formulas. Interactive Guided Practice: I use the "I do, we do, you do" framework—demonstrating a problem first, solving the next one collaboratively, and then letting the student tackle a problem independently to build confidence. Targeted Error Analysis: Instead of simply correcting wrong answers, I help students identify precisely where a calculation or logical step went off course so they avoid similar mistakes in the future. Goal-Oriented Progress: I align lessons with specific student targets, whether that involves mastering homework topics, reinforcing foundational gaps, or practicing exam-style questions under timed conditions.