High School Mathematics Tutoring
High school mathematics builds fast, and one unresolved gap follows a student for years. We match students with tutors who teach the current course while repairing the prerequisite skills underneath it.
Two tracks in every session: the chapter being assessed this month, and the prerequisite skill quietly blocking it.
Why Algebra II exposes what Algebra I survived
Algebra I can be passed by pattern-matching. Algebra II cannot. Rational equations, function composition and exponential models all require a student to manipulate an expression fluently while keeping track of what the expression means — two demands at once.
A student may factor x² − 5x + 6 perfectly and still not connect the factors to the x-intercepts of the graph. That gap is between procedures and representations, not a need for more factoring drill. We work symbolic, graphical and numerical views of the same object in the same session, because that is the connection the course silently assumes.
- Grades dropped after moving into a harder course
- Prerequisite gaps blocking current topics
- Homework finished but tests going badly
- Unsure how to prepare for midterms and finals
Courses and topics we teach in this program
Not a subject list — the actual topics a tutor works through, each linked to its full curriculum map.
Algebra I
Fluency with linear thinking, which every later course reuses.
Full curriculum maps
- Linear equations and inequalities
- Slope and graphing
- Systems
- Exponents and polynomials
- Factoring
- Introduction to quadratics
Also covered in this program
What support looks like in practice
Explore the session, communication and progress rhythm without reading the whole page.
Sessions follow the student's own textbook, notation and assessment calendar, with prerequisite repair alongside current coursework.
- 0–8 min
Assessment check
What is due, what is graded next, what came back since last time.
- 8–20 min
Prerequisite repair
One targeted skill from underneath the current chapter.
- 20–45 min
Current course work
Teaching, then guided problems in the student's own notation.
- 45–60 min
Independent set and recap
Unaided problems, error analysis, and the note that goes to the family.
Questions families ask about high school math
Start with a free consultation
Tell us the course, level and goals. We will review the details and recommend the right tutor and plan.
Where families go next
Each program links to a different plan — these are the closest fits to this one.