Math that finally clicks.

01The method

Compute, recognize, then adapt.

Most programs stop at computation — running a procedure you've been handed. CRA climbs two rungs further: Computation → Recognition → Adaptation — from getting the answer, to knowing which tool the problem needed, to bending that tool to something you've never seen. One tool — two-step equations — climbed three ways.

CComputationRRecognitionAAdaptation
C

Computation

Run the tool

2x + 6 = 14
x = 4

First, fluency. When the method is already known, you execute it cleanly and confidently — here, solving a two-step equation without hesitation.

R

Recognition

Know which tool

3x − 5 = 16

which tool?

guess & checktwo-step equationmake a table

The skill most programs skip: looking at an unfamiliar problem and recognizing which method it actually calls for — before you run anything.

A

Adaptation

Bend it to the new

🚕

“A ride is $6 plus $2/mile. You paid $14 — how far?”

2x + 6 = 14

Then transfer. Take the tool somewhere it wasn't handed to you — a word problem, a real situation, a twist — and adapt it until it fits.

We climb all three on every topic — from the first worked example to a far-transfer problem you've never seen. That's the difference between getting the answer and owning the idea.

02The thinking

Not just how — knowing which.

Most programs drill one procedure at a time, so a student can run a method but freezes when the problem doesn't announce which method it wants. The skill that lasts is recognizing which tool a problem calls for — and that's what we train, every session.

💬

No such thing as a dumb question

We rewind as many times as it takes. The goal is understanding, not getting through a worksheet.

🐢

Your pace, not the textbook's

Sessions follow what's actually confusing you that week — homework, a test, or a topic that never stuck.

🎯

We make it real

Every concept ties back to something you can picture, so the rules stop feeling random and start making sense.

03The path

From pre-algebra to algebra.

We start wherever you are and build up — no gaps left behind.

Pre-algebra

Integers & the number lineFractions & decimalsRatios & proportionsPercentsOrder of operationsMeeting variablesOne- & two-step equations

Algebra

Expressions & like termsInequalitiesGraphing linesSystems of equationsExponents & polynomials

04Start here

Let's make math fun.

First session is a free, no-pressure intro — we just figure out where you are and where you want to be. Send a note and I'll get back to you.