Award-Winning Math Tutors
serving Trenton, NJ

Having scored a 1570 on the SAT and taken coursework spanning middle school math through calculus, Grace is equally comfortable explaining how to set up a proportion as she is walking through a derivative — and her education minor at Stanford means she's trained in how to actually teach it, not just do it. Her experience directing an after-school academic program gave her a sharp sense for when a student is nodding along but not truly following, so she slows down and rebuilds the reasoning rather than pushing forward.

Nearly a decade of teaching algebra and geometry — including time in a public school classroom — gives Grant a clear map of where students typically get stuck, whether it's fraction operations in middle school or function transformations in high school. His bachelor's degree in mathematics means he can explain not just the procedure but the reasoning behind it. That conceptual grounding tends to make new topics click faster because students aren't rebuilding from scratch each chapter.

I am pursuing a career in dentistry/oral surgery and will be beginning dental school at Boston University this fall. For this reason I recently took the DAT, which I am capable of assisting you with as well. During my undergraduate education, which I completed this past December, I worked in my school's tutoring center, helping my peers succeed in mathematics and science courses. Outside of my academic life, I am a big sports fan and I mostly follow the New York sports teams. For fun, I like to play basketball and golf with my friends. I am looking forward towards getting to know you and helping you with your academic needs.

From fraction operations in pre-algebra to limits and derivatives in calculus, Dharsini covers the full math pipeline and knows exactly where students tend to lose the thread. Her chemistry major at Boston University means she uses math daily in quantitative problem-solving, so she teaches concepts like slope, rate of change, and proportional reasoning through concrete applications rather than abstract drills.

Having tutored math from elementary arithmetic through calculus, Maryanne spots the specific gap that's causing a student to stall — whether it's shaky fraction sense undermining algebra or a misunderstanding of function notation blocking progress in precalc. Her 5.0 rating comes from a patient, methodical style that builds each concept from the ground up.

A strong math tutor spots exactly where a student's reasoning breaks down — whether it's fraction operations, variable manipulation, or translating word problems into equations. Matt teaches across algebra and calculus, so he understands how earlier skills feed into later ones and can pinpoint gaps that hold students back. His 1530 SAT score speaks to his own quantitative fluency.

Four years of volunteer SAT tutoring for high schoolers gave Renee a sharp sense of where students lose the thread in multi-step problems — and her own 1530 SAT score confirms she knows the math cold. Her PhD training in literary analysis might seem unrelated, but it built the kind of careful, systematic reasoning that makes untangling a tricky word problem or setting up an equation from scratch feel methodical rather than chaotic.

From pre-algebra fundamentals through calculus, Akarsh covers a wide range of math — and his science background means he constantly ties abstract procedures to real applications. Whether a student is stuck on fraction operations or working through integration by parts, he breaks each problem into logical steps that build genuine number sense.

Erika covers math from pre-algebra fundamentals through calculus, with particular strength in the middle and high school range where gaps in foundational skills tend to snowball. She diagnoses exactly where a concept breaks down — whether it's fraction operations, equation balancing, or function behavior — and rebuilds understanding from that point. Her experience teaching test prep in Vietnam also means she knows how to connect classroom math to standardized exam formats.

Scott scored a 1580 on the SAT, which means the math section is second nature to him — from proportional reasoning and linear equations through the trickier quadratic and data-analysis problems that trip students up. He breaks word problems into smaller logical steps so the underlying math becomes visible before a student ever picks up a calculator.

Studying applied mathematics at Stanford means Alex lives in the world of numbers daily — from arithmetic fundamentals through calculus and beyond. He breaks down word problems by teaching students to identify what's actually being asked before jumping into computation, a habit that clears up confusion across every math level. Rated 4.8 by students.

From fraction operations in pre-algebra to limits in calculus, Pranav covers the full arc of middle and high school math. He earned a 1580 SAT largely on the strength of his quantitative reasoning, and he uses that same problem-solving instinct to show students why a method works — not just which formula to reach for. When a concept like factoring or function transformations isn't landing, he reworks the explanation until it does.

Kyle's an English major at Yale, not a math specialist — but his 35 ACT means he clearly knows how to work through quantitative problems efficiently and under pressure. He's strongest with students who understand the concepts but freeze up on test day or lose points to careless errors, because he built his own score through deliberate strategy rather than natural math instinct.

Studying Applied and Computational Mathematics at Caltech, Samuel breaks down everything from fraction operations to polynomial functions by connecting each concept to the reasoning behind it. He served as a teaching assistant for a discrete mathematics course and ran an SAT prep class in high school, so he's comfortable adapting explanations to whatever level a student needs.

From arithmetic fundamentals through algebra and into calculus, Marc covers a wide swath of math and zeroes in on the reasoning behind each procedure. His approach to a problem like factoring quadratics, for instance, is to show why the method works — not just drill the steps — so students can adapt when a test throws them a curve. A 1550 SAT score backs up his comfort with quantitative thinking at every level.

From pre-algebra through calculus, Calleigh has tutored nearly every level of math and knows exactly where students tend to lose the thread — whether it's fractions, negative numbers, or the jump to abstract reasoning. Her economics coursework at Yale keeps her sharp on quantitative problem-solving, and she's skilled at reframing a confusing concept until it clicks.

While English is Amy's primary focus, she scored a 1500 on the SAT and tutors both algebra and calculus, so she's comfortable with math at the middle and high school level. She's especially effective with students who think of themselves as "English people" and need someone who can explain mathematical reasoning in plain, patient language.

Scoring a 1590 on the SAT means Isaiah had to master every math concept the test throws at students, from proportional reasoning to quadratic modeling. He breaks down word problems by teaching students to identify what the question is actually asking before touching any numbers. His approach emphasizes translating English into math — the skill that trips up most students regardless of their comfort with computation.

From pre-algebra fundamentals through calculus, Czarina covers the full arc of high school math with the fluency of someone who scored 770 on SAT Math and earned a 770 on the Math 2 Subject Test. She's especially sharp at identifying the specific step where a concept breaks down — whether that's fraction operations, trigonometric identities, or limits — and rebuilding understanding from that point.

From simplifying algebraic expressions to working through derivatives, Samica approaches math by identifying exactly where a student's reasoning breaks down and rebuilding from that point. Her finance and analytics background at Wharton keeps her fluent in applied math — she regularly uses the same algebra, functions, and calculus concepts she teaches.

From fraction operations in middle school to function notation in high school, Krupa pinpoints exactly where a student's understanding breaks down and rebuilds from that spot. Her teaching experience spans pre-algebra through calculus, which means she can show how each concept connects to what comes next rather than treating every topic as isolated. That forward-looking perspective keeps students from hitting the same wall twice.

Alex's primary expertise is in the humanities, but his 1540 SAT score reflects strong quantitative reasoning, and he teaches math at the foundational and intermediate levels. He's especially effective with students who think of themselves as "not math people" — his background in education and clear communication style makes abstract concepts like proportional reasoning and algebraic problem-solving feel more approachable.

Paige's theater degree from Yale required more analytical rigor than most people expect — structuring arguments, analyzing texts quantitatively, and managing the technical side of production all demand precise, step-by-step thinking that maps well onto solving math problems. She's especially effective at reframing a confusing problem in plain language, a skill sharpened by years of translating dense academic material into something an audience can follow.

River covers math from foundational arithmetic through calculus, but the approach stays consistent: figure out exactly where a student's reasoning breaks down and rebuild from that point. A 1570 SAT scorer, River is comfortable moving between topics like fractions, proportional reasoning, and basic algebraic thinking depending on what a student needs most. The psychology training also means a sharp eye for math anxiety and how to work around it.

Whether it's fraction operations tripping up a middle schooler or a high schooler struggling to connect graphs to equations, Elijah zeroes in on the specific conceptual gap rather than re-teaching an entire unit. His biochemistry degree required math through calculus, giving him a clear picture of how arithmetic, algebra, and geometry build on each other. He holds a 5.0 rating from students.

While creative writing is Mati's primary expertise, her counseling and tutoring work spans math support for elementary and middle school students who struggle with the subject — especially those with learning differences that make traditional instruction frustrating. She breaks problems into smaller logical steps and uses visual and hands-on approaches to make concepts like fractions, place value, and word problems more concrete.

An electrical engineering major at Princeton uses math constantly — from linear algebra and differential equations to the applied calculus behind circuit analysis. Sabrina connects abstract math concepts to tangible problems, which is especially useful for students who keep asking "when will I ever use this?" Her 5.0 rating speaks to how well that approach lands.

A tutor who has taught math to students as young as six and as advanced as college-level, Sharon adjusts her explanations to match how each learner thinks about numbers. Whether the topic is fractions, ratios, or early algebraic thinking, she connects abstract operations to concrete reasoning so the logic behind each step is clear.

Lauren scored a 34 ACT and 1530 SAT, so she's comfortable with math concepts from basic operations through early calculus. She's particularly effective at translating word problems into equations — a skill that trips up students who understand procedures but freeze when problems are framed in context. Her education background means she adapts explanations quickly when one approach isn't clicking.

A biostatistics track at Brown means Joyce lives in numbers — probability, data analysis, algebraic modeling — and can connect abstract math concepts to real-world applications. She's particularly effective at unpacking word problems, where the challenge is often translating English into equations before any calculation begins. Students who feel stuck on "when will I ever use this?" tend to click with her approach.

Between her bachelor's in mathematics and the quantitative demands of medical training, Janet has spent years making numbers make sense to herself and others. She tackles everything from fractions and proportional reasoning to pre-algebra concepts, building each lesson around the specific gap a student is trying to close.

From arithmetic fundamentals through calculus, Akanksha covers the full math pipeline and knows exactly where the common breakdowns happen — fractions that never fully clicked, negative-number errors that snowball into algebra confusion, or a shaky grasp of function notation. Her experience teaching math at both Kumon and Cornell's STEP program means she's seen these gaps across every age group and knows how to close them.

Michele's math instruction zeroes in on the fundamentals that trip students up long before they reach advanced coursework — operations with fractions, order of operations, and translating word problems into equations. She's patient with students who've decided they're "not math people" and uses structured, step-by-step explanations to rebuild confidence alongside competence. Her approach pairs well with learners who need both skill-building and encouragement.

Engineering coursework at Penn means Bryan solves math problems daily that most students only encounter in textbooks — from the calculus behind signal processing to the linear algebra driving machine learning models. That constant application gives him a practical fluency when teaching concepts like derivatives, matrix operations, or function behavior, because he can show exactly where each one leads. He scored a 1530 on the SAT and a 35 on the ACT, and holds a 5.0 rating from students.

Between his Bucknell math minor and the advanced calculus and linear algebra baked into his mechanical engineering PhD, Jared has spent years thinking mathematically at every level from basic algebra through differential equations. He's particularly sharp at showing students why a technique works — not just the steps of factoring a quadratic or computing an integral, but the reasoning that makes the next problem solvable without a formula sheet.

Alison's strengths live squarely in the humanities — history, literature, writing — so she's upfront that math isn't her deepest subject. That said, her structured approach to breaking down complex texts translates well to organizing multi-step problems, and she's especially useful for students who freeze up when math feels like a foreign language and need someone who speaks their (verbal) one fluently.

From arithmetic through algebra and into calculus, Victoria covers a wide range of math levels and tailors her explanations to whatever concept is causing the sticking point. Her science background means she naturally connects math to real applications — showing, for instance, how solving for a variable matters when calculating dosages or analyzing data sets.

Quantitative reasoning ran through every stage of Nicole's PhD research, from building statistical models to interpreting complex data sets. She approaches math tutoring by slowing down at the exact point where a concept stops making sense — whether that's fractions, proportional reasoning, or coordinate geometry — and rebuilding understanding from there.

Jenny tutors across the math spectrum, from elementary arithmetic through calculus, and her 1580 SAT score speaks to her comfort with quantitative reasoning under pressure. She's particularly good at translating word problems into equations — the step where most students stall — by teaching a consistent method for identifying what's being asked before touching any numbers.

From arithmetic fundamentals through calculus, Raaga approaches math by identifying exactly where a student's understanding breaks down and rebuilding from that point. Her dual engineering degree from Carnegie Mellon required years of applied mathematics — differential equations, linear algebra, statistical modeling — so she can show students where the concepts they're learning now actually lead. She holds a 5.0 client rating.