I hold a Master's degree in Computer Science with a minor in Mathematics, which has given me both deep theoretical grounding and practical problem-solving experience across a wide range of math topics. My coursework spanned calculus, linear algebra, discrete mathematics, probability, and statistics, and my computer science training reinforced the analytical and logical thinking that strong math instruction requires. This combined background lets me explain mathematical concepts not just...
I hold a Master's degree in Computer Science with a minor in Mathematics, which has given me both deep theoretical grounding and practical problem-solving experience across a wide range of math topics. My coursework spanned calculus, linear algebra, discrete mathematics, probability, and statistics, and my computer science training reinforced the analytical and logical thinking that strong math instruction requires. This combined background lets me explain mathematical concepts not just procedurally, but in ways that connect to real applications students often find motivating.
I have approximately 25 hours of tutoring experience working one-on-one with students at levels ranging from middle school math through college-level coursework. My students have included middle schoolers building foundational skills in pre-algebra and algebra, high schoolers tackling geometry, algebra II, pre-calculus, and calculus, and college students working through introductory calculus and discrete math. Sessions have been conducted [in person / online / both], and I tailor my approach to each student's pace and learning style rather than applying a one-size-fits-all method.
My teaching philosophy centers on building genuine understanding rather than memorization. I start by identifying exactly where a student's confusion lies, then work backward to fill in any conceptual gaps before moving forward. I rely heavily on worked examples, guided practice, and asking questions that push students to explain their reasoning out loud, which helps them catch their own mistakes. For test preparation and homework support, I balance conceptual review with targeted problem-solving practice so students leave each session feeling more confident and capable of working independently.