Hello, I'm Sonia! I earned my Bachelor of Science in Mathematics from The University of Texas at Austin, where I completed advanced coursework in calculus, real analysis, abstract algebra, and modern geometry. Studying higher-level mathematics strengthened not only my technical understanding, but also my ability to break complex ideas into clear, logical steps. Because of this training, I am comfortable tutoring students from prealgebra through calculus, helping them build both procedural...
Hello, I'm Sonia! I earned my Bachelor of Science in Mathematics from The University of Texas at Austin, where I completed advanced coursework in calculus, real analysis, abstract algebra, and modern geometry. Studying higher-level mathematics strengthened not only my technical understanding, but also my ability to break complex ideas into clear, logical steps. Because of this training, I am comfortable tutoring students from prealgebra through calculus, helping them build both procedural fluency and true conceptual understanding.
I served as an Undergraduate Teaching Assistant for UT Austin calculus courses for two years in college, where I led review sessions, answered student questions, and worked one-on-one with students who needed additional support. In this role, I worked primarily with college freshmen in both classroom and small-group settings. In addition, I worked with middle school students through CovEducation, a non-profit virtual tutoring company, providing individualized math support and helping them strengthen foundational skills. This experience allowed me to adapt my explanations to younger learners and reinforce core concepts in algebra and prealgebra. Across these settings, I have learned that students improve most when they are guided to think through problems rather than simply shown solutions, so I focus on asking thoughtful questions that build independence and confidence.
My tutoring style emphasizes organization and clarity. I carefully structure explanations, use visual connections between concepts, and adjust my pace to each student’s needs. I believe math becomes much less intimidating when students understand the reasoning behind each step. My goal is not just to help students complete assignments, but to strengthen their problem-solving skills so they feel confident approaching new problems on their own.