I am a recent 1560 SAT scorer, earning a 790 in Math, and am a senior accepted to the University of Pennsylvania. I have completed coursework through AP Calculus BC & AP Statistics and consistently performed at the highest level in advanced mathematics classes. Because I took the digital SAT this past year, I bring direct, firsthand expertise in the current adaptive format, question design trends, and strategic Desmos usage. My familiarity with the modern version of the test allows me to...
I am a recent 1560 SAT scorer, earning a 790 in Math, and am a senior accepted to the University of Pennsylvania. I have completed coursework through AP Calculus BC & AP Statistics and consistently performed at the highest level in advanced mathematics classes. Because I took the digital SAT this past year, I bring direct, firsthand expertise in the current adaptive format, question design trends, and strategic Desmos usage. My familiarity with the modern version of the test allows me to teach methods that are immediately relevant and aligned with what students will encounter on test day.
Over the past two years, I have peer-tutored high school students in mathematics in both structured school-supported settings and one-on-one sessions. I have worked primarily with students ages 14–17, helping them strengthen algebraic foundations, master advanced problem-solving, and prepare specifically for SAT Math. My approach is highly analytical and results-driven. I focus on identifying recurring question patterns, eliminating inefficiencies, and conducting detailed error analysis to ensure students understand the reasoning behind each solution. Rather than simply reviewing content, I train students to think strategically: recognizing traps, optimizing time within adaptive modules, and approaching each section with confidence and precision.
Having recently navigated the college admissions process myself, I understand the stakes of standardized testing. My goal is not only to raise scores, but to elevate performance. I structure each session with clear objectives, measurable progress benchmarks, and targeted practice designed to produce consistent improvement. I am patient, clear, and direct in my instruction, and I hold students to a high standard because I believe they are capable of achieving one.