Heart-of-algebra questions, passport-to-advanced-math problems, and data analysis — the SAT Math section tests a specific slice of math, and Chloe knows exactly which slice. She scored 1540 on the SAT and teaches students to recognize the handful of recurring problem structures the College Board relies on, turning unfamiliar-looking questions into ones they've already practiced.

Scoring 1500 on the SAT means Adam has a sharp handle on the specific algebra, advanced math, and data analysis concepts the College Board tests most heavily. He zeroes in on high-frequency topics like systems of equations, quadratic modeling, and ratio problems, showing students how the SAT frames familiar math in unfamiliar ways.

Scoring a 1490 on the SAT gave Nate firsthand knowledge of where the math section tries to trip students up — especially on nonlinear functions, percent-change problems, and multi-step word problems that reward careful setup over rushed arithmetic. As a working engineer, he uses these same quantitative skills daily and can show students why each technique matters beyond test day.

Nathan scored 1530 on the SAT and brings a strategic, pattern-based approach to the Math section — particularly the no-calculator problems where algebraic fluency and number sense matter most. He breaks down each question type (linear systems, quadratic modeling, data interpretation) so students recognize what's being tested before they start solving.

I am qualified to tutor many subjects, my favorite subject by far is math, specifically calculus. Math is a subject almost universally hated, and I believe that is mainly due to the narrow way in which it is taught. I have ADHD, and I often don't understand things the first time they are explained to me, meaning over the years I have had to figure out different ways of looking at information. Oftentimes, all a student needs is for something to be explained in a different way, and I love watching people finally understand a concept. Everyone learns differently, but everyone can learn.

I am passionate about social justice and I believe a great part of justice is education. Education is empowering and fulfilling and I am privileged enough to have experienced this. Now, I want to help others experience the life-changing power of education as well.

I am currently a Senior undergraduate student at Texas Christian University pursuing my B.S. in Chemistry. My passion for teaching ensures a positive learning atmosphere and course success!

I am currently a rising junior at Georgetown University, where I am double majoring in Government (Political Science) and English. For the summer, I am home in Phoenix, Arizona where my schedule is incredible flexible and I would love to work with you!

Richa scored 1410 on the SAT and developed a deliberate system of strategies for the Math section — particularly for the no-calculator portion, where algebraic fluency and number sense are non-negotiable. She walks students through how to decode word problems quickly and spot trap answers that the College Board designs to catch rushing test-takers.

John's approach to SAT Math zeroes in on the difference between knowing algebra and knowing how the SAT tests algebra — things like rewriting equations to match answer choices or catching unit conversion traps in word problems. With a 1420 SAT and deep experience across calculus, geometry, and college algebra, he connects each practice problem to the specific concept being tested so students build real recognition, not just test-day luck.

Medical school at Baylor means Michelle solves quantitative problems under brutal time constraints every day — and her 1570 SAT proves she's already mastered doing exactly that on the test her students are preparing for. She zeroes in on the algebraic modeling and geometry questions where a biochemistry background actually helps, teaching students to treat each problem like a lab setup: identify the variables, find the relationship, then solve cleanly without second-guessing.

Scoring high on SAT Math often comes down to five or six 'hard' problems that test nonlinear systems, advanced quadratic properties, or tricky ratio setups — the rest is execution speed. Maggie's 1600 composite score came partly from a disciplined strategy: lock down the first 40 questions efficiently, then allocate real thinking time to those final problems. She pinpoints exactly which problem types a student struggles with and builds speed and accuracy from there.