Joshua's math background spans pre-algebra through calculus and includes a 33 ACT composite, so he's comfortable whether a student is wrestling with fraction operations or tackling integration by parts. He emphasizes understanding the reasoning behind each step so that when a problem looks slightly ...

From basic multiplication tables through pre-algebra concepts like order of operations and working with fractions, Heather covers the math fundamentals that set students up for every course that follows. Her Elementary Education program at BYU emphasized teaching math conceptually — using visual mod...

Having tutored primarily in math, test prep, and Spanish, Jared knows how to switch between structured problem-solving and pattern recognition depending on what a student actually needs — whether that's setting up equations from scratch or debugging a process that keeps going sideways. His National ...

Biophysics forces you to treat math as a language for describing real systems — diffusion equations, force vectors, thermodynamic models — so Benjin's coursework keeps him fluent in the kind of applied problem-solving that makes algebra and calculus feel purposeful. His 36 ACT composite means the fu...

Rachel tackles math by connecting abstract procedures to concrete reasoning, especially for students who feel more at home with words than numbers. Her 33 ACT composite reflects sharp quantitative skills, and she's particularly effective at translating word problems into equations — a crossover skil...

Grace's English major training means she spends her days dissecting structure and logic in texts — skills that map directly onto parsing word problems and organizing multi-step solutions where sloppy reasoning leads to wrong answers. She's particularly sharp at teaching students to slow down and ide...

Seven years of tutoring across subjects taught Samantha that math anxiety usually isn't about the math — it's about a student convinced they're "not a math person" after one bad experience with fractions or negative numbers. Her English teaching training at BYU actually sharpens her approach: she li...

From arithmetic through precalculus, Kendall connects each new math concept to the reasoning behind it so that students aren't just memorizing steps they'll forget by next chapter. Her physics degree required fluency across algebra, geometry, trigonometry, and data analysis — the same topics that co...

From pre-algebra through calculus, Taylor sees math as one connected language rather than a series of disconnected courses. His engineering background means he constantly uses algebra, geometry, and calculus together to solve real problems — and he brings that integrated perspective when unpacking w...

Studying applied and computational mathematics means Kacey doesn't just solve problems — she understands the underlying structures that connect arithmetic patterns in elementary school to the abstraction of calculus, which makes her unusually effective across the full K-12 math spectrum. She scored ...

Physics demands serious math fluency, and Matthew's Applied Physics coursework at BYU means he's spent years using algebra, geometry, and calculus to solve real problems — not just textbook exercises. He breaks down concepts like proportional reasoning, unit conversions, and multi-step problem solvi...

From arithmetic fundamentals through calculus, John covers the full range of math topics and is especially strong at spotting the exact concept where a student's understanding breaks down. His physics degree required constant mathematical problem-solving — not just computing answers but understandin...

Scoring a 1520 SAT and 33 ACT required Helaman to be sharp across arithmetic, algebra, geometry, and data analysis — and he draws on that range when working across grade levels. Whether a student is stuck on fraction operations or wrestling with quadratic equations, he pinpoints the specific gap cau...

From arithmetic shortcuts to setting up proportions and working with fractions, Jared breaks math problems into clear, repeatable steps that stick. His finance coursework at BYU keeps him immersed in applied math daily — calculating compound interest, analyzing data sets, building models — so he bri...

Whether a student is wrestling with fraction operations in middle school or function transformations in high school, Joseph identifies the specific conceptual gap holding them back and addresses that directly. His computational mathematics coursework spans everything from abstract algebra to numeric...