Complete homeschool math. Teaching customized to your child.

Don't let gaps in math become limits on your child's future.

One missed idea can make the next lesson harder. Then the next.

A child who keeps struggling can start to believe they're bad at math. That belief can shape what they try, what they avoid, and what they think they can achieve.

You want to catch the problem before it reaches that point.

We find what your child hasn't understood and teach it in the way they learn best. We work through their reasoning, change the explanation when needed, and give them the practice and time to understand.

You can give math the care it deserves without becoming the person who has to teach every lesson.

15 multiple-choice questions on key pre-algebra and algebra foundations. About 10 minutes. Get the link now; your child can use it later.

The Founding 20 Family Offer
Standard enrollment$1,200per childper month
Founding family$999whole familyper month

One family fee. Your rate, locked for life.

After our testing cohort, we’re welcoming our first 20 enrolling families. As a founding family, you get this special rate for all your children aged 10–18. Younger siblings join free when they turn 10.

What does it cost to apply?≈1m30s application

$0 to apply. No payment. No obligation. Tell us about your children, then decide whether the program is right for your family.

You pay when it works. No charge until your child passes their first mastery check—or until you've seen the day-28 results and chosen to continue. Never before.

20 places. Applications close October 31, 2026. Ages 10–18.

Marked work · sampleTuesday
½ + ⅓ =⅖ same-sizedpieces? ½ = 3/6 ⅓ = 2/6 so ½ + ⅓ = ⅚

Wrong answers are information. Somebody has to read them.

See what happens when your child gets stuck

Watch the program ask about the child's thinking, find the missed step, and teach it another way. Then see how it checks their understanding with a new question.

See what happens when a child gets stuckOne real exchange · ½ + ⅓

The same idea. Different ways to understand it.

Illustrative teaching example

Two ways to explain the same idea. Choose one, press the button, then answer the fresh question at the bottom.

We can only add pieces of the same size.

Half a strip and a third of a strip use different-sized pieces. Divide both into sixths. The amount stays the same; the pieces now match.

½
3 sixths
⅓
2 sixths
½ + ⅓= ⁵⁄₆
Now try a fresh question.

What is ¼ + ⅓?

“Honestly the best investment we have made so far for homeschooling. It completely took the burden off the hardest and most important subject for our kids, and did a splendid job. My husband is an engineer and was extremely critical at first, but after seeing the results and how much the kids loved it, he quickly came on board.”

Gemma F.
Testing family, 2026

Your first 28 days

Here is exactly what happens between accepting your plan and your first payment.

  1. Step 1 · the first days

    We find the gaps and build their curriculum.

    A Gap and Knowledge Analysis shows what your child has and hasn’t understood. We build their plan around exactly that, and put their first goal, the fresh check and the pass mark in writing before the first lesson.

    • What they know and what’s missing
    • A curriculum built for this child
    • The first goal, in writing
  2. Step 2 · weeks 1–4

    They learn. We learn how they learn.

    Your child works through the lessons at their own pace. Every answer tells the program which explanations work for them, pictures, worked steps or smaller jumps, and the lessons adapt as they go.

    • Explanations matched to your child
    • A pace set by their understanding
    • A Week One Report, if you want it
  3. Step 3 · by day 28

    They pass a fresh check. That’s when you pay.

    New questions, no hints, no worked examples to copy. When every child starting now passes, your first payment is due. If not by day 28, you see every result and decide whether to continue. Nothing is charged before you choose.

    • Proof on a fresh test
    • Your decision, with every result in front of you
    • No charge for the first 28 days

Don't let a missing foundation become “I'm bad at math.”

The move from multiplication and fractions into pre-algebra and algebra brings earlier learning into almost every new problem.

If fractions never made sense, algebra does not leave that problem behind. It builds on it. Your child now has to understand the new idea while struggling with the one underneath it.

That is how a gap grows. More work depends on it. More lessons feel difficult. And a child who keeps feeling lost can stop blaming the lesson and start blaming themselves.

“I'm bad at math” is a belief you do not want your child carrying into the years ahead. It can shape the classes they avoid, the careers they rule out, and how quickly they give up when work gets hard.

Once a child expects to fail, there are two problems to solve: the missing math and their belief that they cannot do it.

You are right to want this caught before it takes hold.

Math underpins science, engineering, computing, and the technology shaping your child's future. The foundations matter too much to leave a missed idea unresolved.

We find what your child has not understood and teach it in the way they learn best. Then we check that they can use it themselves before building on it.

The goal is understanding strong enough to support harder work—and confidence built on being able to do it.

One foundation, carried forward
Equivalent fractions½ = ³⁄₆
Ratios1 : 2 = 3 : 6
Algebrax / 6 = ½

Teaching customized to how your child learns

A fixed video gives every child the same explanation. Our program chooses the teaching around the child using it.

Some ideas become clear through a picture. Others need smaller steps, a worked example, or a different way of explaining why the method works.

We find which approaches help your child understand and use them throughout the course. Their answers and reasoning keep shaping what comes next.

Explanations matched to how your child learns

Your child gets the visuals, examples, and step-by-step teaching that help them make sense of the work. When an approach leaves them confused, the teaching changes.

A pace set by your child's understanding

Hard topics get more time. Familiar work does not hold them back. They move forward when they can use what they have learned.

Unlimited explanations and practice, included in the fee

Your child can work through more examples, ask for more help, and keep practicing without another hourly charge.

The aim is the same for every child: understand the idea, use it, and have a solid base for what comes next.

We find the reason behind the wrong answer

Two children can give the same wrong answer for different reasons. One may have forgotten a step. Another may have learned a rule without understanding when to use it.

Marking both answers wrong tells you very little about what they need next.

The program asks questions and works through the child's reasoning. It checks the step they missed and whether that requires memorization of a rule, understanding of an auxiliary rule or something else.

An example with fractions

If a child writes 1/2 + 1/3 = 2/5, the next step is to find out how they arrived at that answer.

The teaching can show both fractions in sixths, so the child can see why 3/6 + 2/6 makes 5/6. A different explanation can work through why the pieces must be the same size.

A new question then checks what the child understands. Showing them the answer is only part of the teaching.

How one wrong answer gets taught · ½ + ⅓

Where a red cross ends, our teaching begins. Here is the whole path, on one sum.

  1. ½ + ⅓ =⅖wrong. but why?
    1

    The answer is wrong. Most programs stop here.

    A red cross and “try again” tell your child nothing about what went wrong. They tell you nothing either.

  2. We ask“How did you get ⅖?”
    One child“I added the tops, then the bottoms.”A rule used where it does not belong
    Another child“I forgot the pieces are different sizes.”A missed step
    2

    We ask about their thinking, not just the answer.

    Two children can give the same wrong answer for different reasons. The reply tells us which one this is, and that decides what we teach next.

  3. ½⅓= 3 of 6= 2 of 6so ½ + ⅓ = ⅚ ✓
    3

    Then we explain it in the way this child understands.

    For this child, a picture: cut both strips into sixths and the pieces match. Three and two make five sixths. Another child gets the worked steps instead. If one explanation does not land, we try another.

  4. new question, no hints:¼ + ⅓ = ⁷⁄₁₂
    4

    Then a fresh question, with no hints, to check it stuck.

    Showing the answer is only part of the teaching. Your child has to do the next one on their own. Only then do we move on, and the check appears in your weekly brief.

Start where your child is. Work toward a clear goal.

Finding a gap should lead to a plan. It should not leave you choosing another book and hoping you picked the right level or the right book.

We establish what your child understands, which earlier ideas need attention, and what they are working toward. They keep the progress they have made and work on what is missing.

Catch up with the foundations

Teach the specific skills that are making current lessons difficult, then return to the work they support.

Keep their progress strong

Build the next set of skills while checking that earlier learning stays usable.

Move ahead when they are ready

Give them more demanding work as they master each stage. They do not need to wait for a new school year to take the next step.

Prepare for a specific math exam

Work toward the agreed SAT Math or ACT Math objective, with practice focused on the knowledge and questions the test requires.

The program covers pre-algebra, algebra, geometry, precalculus, and calculus. SAT Math and ACT Math preparation are included. A child who needs foundations gets time to build them; a child ready for advanced work has room to move ahead.

Before you enroll, we agree on each child's objective, the assessment, and the review date.

Sample learning goal

A stronger start in algebra.

Starting point
Can simplify fractions; needs help adding unlike denominators.
Goal
Add and subtract fractions independently, then use the skill in simple equations.
Measure
Fresh questions with no hints or worked solutions.
Review
October 28, 2026
Routine
Seven active hours of math each week.

You pay when it works

Before your child starts, we find exactly where they are and put their first goal in writing: one thing they haven't mastered yet and need for what comes next. You see the goal, the test that will check it, and the pass mark before a single lesson.

Then we teach it. Your first payment is triggered the day your child passes that check—fresh questions, no hints, no worked examples to copy. Not when they log in. Not when they finish a video. When they can do the math on their own. If you enroll more than one child, it waits until each of them has passed.

By day 28 you'll have every child's results in your hands either way, and you decide. If you continue, your first paid month starts that day. If you don't, you owe nothing.

The one thing we ask: seven hours of real math work a week for each child, at whatever times suit your family. That's the routine every result on this page depends on.

Sample first-goal card

From different pieces to a common denominator.

Starting evidence
1 of 3 unlike-denominator additions answered correctly.
First goal
Add positive fractions with unlike denominators.
Fresh check
10 new questions · no hints
Pass mark
7 of 10
Initial period
October 1–28, 2026 · 28 calendar days

Miss a written goal, and your bill stops

Every child has a written goal beyond that first check—a MAP Growth milestone, a course, or an SAT or ACT Math score—with a review date. If a child does the work and misses it, we pause your whole family's billing and keep teaching every child until it's reached, for up to twelve months. You pay nothing during the pause.

Your child opens the program and starts the next lesson

The next work is chosen for them. You do not need to assemble a lesson before they can begin.

They work through an explanation and attempt a problem. Their responses guide the next step: another explanation, practice, a review of an earlier skill, or more advanced work.

For example, an algebra lesson might reveal a difficulty with fractions. The program can return to that idea, teach it another way, and then bring the child back to the algebra that uses it.

They get help while they are working. They do not have to put the subject aside until you can relearn it or another tutoring appointment is available.

The program is available 24/7. Your family chooses when lessons happen and how long they run.

Begin

Today’s work

Pick up the next idea in your plan.

Understand

Try another way

Work through the part that needs attention.

Use it

A fresh question

Show what you can do independently.

Illustrative lesson sequence.

Teaching that responds to your child's answers

Our mathematicians and teachers built an adaptive system that learns from how your child works. Their answers and learning patterns guide the explanation, the practice, and the pace throughout the course. At selected points, a large language model (LLM) helps your child work through a difficulty in conversation. Every part serves the same purpose: find what they need and teach it in the way they understand.

Follow their progress without taking over the teaching

You want to know the foundations are getting stronger. You should not have to check every answer to find out.

Your part is making sure your child sits down and takes part. The program handles the teaching, practice, marking, review, and next lesson.

Choose the detail and frequency of your updates. Receive a short weekly brief, follow the work more closely, or leave the daily lessons to your child.

The program tracks participation, progress, and signs of rushed work. Automated email alerts tell you when something needs attention, so you do not have to inspect every lesson.

If a child stops doing the work, you'll hear from us the same week—not in March.

Your first week, made clear

If you choose to receive it, the Week One Report shows where your child started, what they worked on, what they demonstrated, and what still needs attention.

It can include their answer to “Did the explanation make sense?” alongside what they did on fresh questions. Their feedback helps us choose the teaching; their work shows what they understood.

Sample · Week One Report

A clearer picture.
A quieter week.

Week 01
October 1–7
Starting point
Equivalent fractions were secure; unlike-denominator addition needed attention.
This week
Used fraction strips, then worked examples with a common denominator.
Fresh questions
8 of 10 correct on the agreed first-goal check.
Your child’s feedback
“Yes” — the explanation made sense.
Next step
Use the same idea to subtract fractions.
Active study
7 hours 15 minutes

No action required from you.

Sample controls illustrate report preferences.

Built by people who have taken math far and taught it to others

The people who built this program started with the same basics your child is learning now. Numbers. Fractions. Their first algebra problems.

They went on to compete at the highest levels of mathematics and teach the subject to others.

Knowing advanced math and helping someone understand it are different skills. Our team brings experience in both to the explanations, examples, questions, and learning paths inside the program.

That work serves a clear purpose: help your child understand math well enough to use it, appreciate it, and feel able to take it further.

We treat math as the most important subject in their education. The care put into the teaching should match that importance.

Simon M.

Learning design

Studied mathematics and psychology and competed in mathematics at international level. Simon designs how the program teaches: which explanation to try first, when to change it, and what an efficient learning pattern looks like for a ten-year-old and a seventeen-year-old alike.

Alex R.

Mathematics

Competed in international mathematics competitions, including the International Mathematical Olympiad, and has spent five years teaching children of every age group. Alex writes the explanations, examples and checks inside the program, and keeps the mathematics exact.

Lisa N.

Child development

Studied mathematics and psychology and specializes in how children develop and how they study. Lisa shapes the routines, the pacing and the feedback, so a child stays confident while the work gets harder.

Hear from families who have tried the teaching

“We were selected as one of the testing families right around the time we started having trouble teaching our 14-year-old the more complex topics. I had never even considered offloading the mathematics, let alone to software, and now it looks like the best decision we’ve made. Kudos to the entire team for what they’ve built. They really did something special here.”

Cindy P.
Testing family, 2026

“We were fortunate enough to be selected after we applied to be a testing family, and I didn’t expect much at all. I was genuinely blown away by the results my kids showed by the end of it. I just made sure they were doing their lessons, and had all this time to myself in the meantime for my youngest.”

Jennifer D.
Testing family, 2026

“We tried everything, from doing it myself at first, to a tutor, to cheaper software, to KiwiCompass. The results were by far the best with KiwiCompass. It gives me hope for the upcoming ACT preparation.”

Riley J.
Testing family, 2026

Progress you can see, with an outside measure each year

You can see how your child responds during lessons and what work they complete. Each completed course also comes with grades and a formal course record for your homeschool records.

Every year, we include NWEA MAP Growth, paid for by us, as an outside measure of math achievement. Where comparable earlier results are available, it also shows growth over time.

The course record shows what they completed. Their work shows what they can do. The outside assessment adds evidence beyond our own lesson scores.

You do not have to rely only on our word. You have a record of their learning and an assessment developed outside our program.

Sample course record · fictional data

Mathematics
Course Record

Course
Algebra 1
Academic year
2026–2027
Topics
Linear equations, functions, systems, polynomials, quadratics
Final assessment
86 / 100
Course grade
B

For parent-maintained homeschool records.

Illustrative outside-assessment summary

Another view
of their progress.

MAP Growth is the outside assessment described in the offer. Its results are separate from course grades.

Previous RIT210Later RIT217

Fictional scores for layout only. This is not an official NWEA report, percentile, or grade-equivalent result.

A later comparable assessment can help show change over time. The actual report provides the context for interpreting each score.

The full work of teaching math, covered for your whole family

You can buy math lessons for less. The decision is how much help your child needs to understand them—and who will provide it.

When the lesson does not make sense, someone has to find the difficulty. They need to explain it another way, check the next attempt, choose useful practice, and decide when the child is ready to move on.

When earlier learning slips, someone has to notice and return to it. When work stops, someone has to see that too.

Our program includes that work throughout the subject. The fee covers the teaching decisions and follow-through around each child, as well as the lessons themselves.

For a family with two children, one can build the foundations while the other studies advanced math. You can give both the teaching they need without becoming a teacher at two levels. They can also do their math the same time of the day, without you having to schedule two separate tutors for each child to come in at the same time so your day stays structured.

Everything included in your child's math education

These twelve parts find the gaps, build understanding, and check that the foundations stay strong as your child moves into harder math.

Every child receives the full program. Extra explanations, practice, review, and test preparation are included.

Start in the right place

1. Gap and Knowledge Analysis

We check what your child understands, which earlier ideas need work, and what to teach first. You get a clear starting point and priorities for the teaching.

2. Handover from their current program

Their recent work and demonstrated understanding guide where they begin. You do not have to plan the change or work out which topics to repeat.

Teach in the way your child understands

3. Customized teaching and individual pace

Each child gets explanations, examples, and a pace chosen around their learning. The program works through their reasoning when they need help.

4. Unlimited explanations and practice, 24/7

More help is included when a topic takes longer. Your child can study when it suits your family, without another hourly bill.

Check understanding and keep earlier learning in use

5. A fresh mastery check after every module

New questions check whether your child can use what they learned. If something is still unclear, the teaching returns to it before building on it.

6. Monthly Refresh of earlier learning

Each month, earlier material returns for review. Skills that are slipping receive more practice or teaching, so the foundations keep getting attention as the work advances.

7. Participation tracking and email alerts

Lesson activity, attempts, and reasoning help show when work needs attention. You receive an email if participation or progress needs your help.

See the results and prepare for what comes next

8. Annual NWEA MAP Growth, paid for by us

We cover the testing fee. You receive an outside measure of math achievement alongside the program's own checks.

9. Grades and formal course records

Each completed course comes with grades and a record you can use when preparing your homeschool records.

10. SAT Math and ACT Math preparation

Focused preparation for these tests is included alongside study through calculus. Your child works on the knowledge and question types their chosen test requires.

11. A written outcome agreement

You see each child's goal, the measure, the review date, and the weekly routine—in writing, before you pay.

12. Progress updates on your terms

Choose the detail and frequency. A short weekly brief can show what your child learned, what needs work, and whether encouragement would help.

The investment is in strong math throughout these years, with teaching that responds when your child needs help. You keep the education you want for your family and hand over the daily instructional work.

Compare the teaching and the cost

Fixed-video curriculumHourly tutorPrivate schoolOur program
PriceExample: Teaching Textbooks Algebra 1, $79.95 per student for the course year.Illustration: approximately $1,000 per child per month.$20,000–$30,000 per year, per child—and you stop homeschooling.
Standard enrollment$1,200per childper month
Founding family$999whole familyper month
When an explanation does not workThe recording stays the same; other help depends on the course.The tutor tries another approach during booked time.Depends on the teacher and the size of the class.The program explores the reasoning and changes the explanation.
How teaching is chosenRecorded explanations are set in advance.The tutor chooses methods during sessions.One teacher, one pace, for the whole class.The child's answers guide explanations, pace, practice, and review.
More teaching timeExtra personal help depends on what is included.More time may mean more paid sessions.After-school help, if the school offers it.Unlimited explanations and practice are included.
When your child can studyUsually on demand.At booked times.School hours.24/7, wherever you have internet access.
Daily follow-throughFeatures and parent involvement vary.Depends on the tutoring package.A report card a few times a year.Module checks, monthly review, participation tracking, and alerts are included.

Tutoring illustration: 12 individual hours per child each month at $85/hour (approximately $1,000). Rates vary; platform fees may apply. Private school figures are typical tuition in higher-cost states; many schools charge more.

Two children receiving those separate tutoring hours would cost $2,000 a month; three would cost $3,000. Your founding whole-family rate remains $999.

Picture the end of high school

Your child has finished calculus. Their SAT math score is what it should be. Every year of math on their transcript has real grades, a formal course record, and an outside test behind it. They say "I'm good at math" and they mean it.

And you never sat at the kitchen table at ten at night relearning algebra so you could teach it at eight the next morning.

That is what the Founding 20 is for.

A clear starting point for every child. We find what they need to work on, explain it in a way that makes sense to them, and check their understanding with a new question.

Everything included, for every child in your family

  • Start in the right place. Gap and Knowledge Analysis, and a handover from their current program.

  • Teach in the way your child understands. Customized teaching at their own pace, with unlimited explanations and practice, 24/7.

  • Check that it stays. A fresh mastery check after every module, Monthly Refresh of earlier learning, and participation tracking with alerts.

  • Show what it achieved. Annual NWEA MAP Growth paid for by us, grades and formal course records, SAT Math and ACT Math preparation, a written outcome agreement, and progress updates on your terms.

Three ways we carry the risk, not you

You pay when it works. No charge until your child passes their first mastery check—or until you've seen the day-28 results and chosen to continue. Never before.

Miss a written goal, your bill stops. If a child does the work and misses their goal, your whole family's billing pauses until they reach it, for up to twelve months.

Cancel any time. Keep your rate for life. Leave and come back, and you still pay the founding price.

The price

Standard enrollment is $1,200 per child, per month.

Standard enrollment$2,400$1,200 × 2 childrenper month
Founding family$999whole familyper month

Standard: $1,200 per child / month. Founding: $999 for your whole family / month.

Your familyStandardFounding 20
One child$1,200$999—and every sibling who turns 10 joins free, for life
Two children$2,400$999
Three children$3,600$999

$999 per month for your whole family. Locked for life.

Twenty families. That's how many we can onboard properly at once, and it's why this price exists. Applications close October 31, 2026.

What does it cost to apply?≈1m30s application

$0 to apply. No payment. No obligation. Tell us about your children, then decide whether the program is right for your family.

No payment with your application. No payment until it works.

This program is not for every family

This is for families who place a high value on their children's math education and want the teaching handled with care.

Another option may suit you better if:

  • You want to remain the math teacher. If you enjoy learning the material, planning lessons, and explaining the work, a curriculum can support you.

  • You only need worksheets or occasional help. Our program covers the ongoing work of teaching the subject toward a goal.

  • The fee would put pressure on your family budget. A lower-cost curriculum may be the better choice, with more of the teaching handled at home.

  • Your child will not make time for lessons. We handle the teaching. They still need to take part.

Start with the free Math Foundations Check

See which key pre-algebra and algebra foundations your child answers well and which deserve another look.

They answer 15 multiple-choice questions. You receive a short result with topics to review and a practical next step.

About 10 minutes for your child. Enter your email now; use the link when they are ready. No written explanations or recordings.

Apply for a founding family place by October 31

The Founding 20 Family Offer
Standard enrollment$1,200per childper month
Founding family$999whole familyper month

One family fee. Your rate, locked for life.

After our testing cohort, we’re welcoming our first 20 enrolling families. As a founding family, you get this special rate for all your children aged 10–18. Younger siblings join free when they turn 10.

What does it cost to apply?≈1m30s application

$0 to apply. No payment. No obligation. Tell us about your children, then decide whether the program is right for your family.

Tell us what your children need and what you want their math education to make possible. We’ll talk through how we can help, and you decide whether to enroll. Applying is free and takes about 90 seconds.

You pay when it works. No charge until your child passes their first check—or until you've seen the day-28 results and chosen to continue.

Applications close October 31, 2026, or sooner if all 20 places are filled. No payment with your application. Cancel any time; keep your founding rate if you return.