24 lessons
x² − 5x + 6 = 0
Quadratics
Build balanced equations, expand brackets and find your way to standard form. Then explore roots and deeper skills.
Explore in the appA CLEARER WAY TO LEARN ALGEBRA
Algebra.
One line
at a time.
Less guessing. More understanding. Build your confidence with guided lessons and equations you work through yourself.
Made for iPhone · No account needed
One balanced step at a time
A little practice, anywhere.Works offline. Saves your place.
Three topics. One clearer path.Write your own workingLearn completely offlineYour progress stays yours
MAKE THE UNKNOWN FAMILIAR
Start where you are.
A fresh start, a quick refresher, or your next challenge.
There’s a place for you here.
14 lessons
A = πr²
Algebraic rearrangement
Make the unknown the subject. Work through inverse operations, fractions and powers, then natural logs and exponentials.
Explore in the app11 lessons
x + y = 7
2x − y = 2
2x − y = 2
Simultaneous equations
Start with substitution and elimination. Progress to linear and quadratic pairs, keeping matching x and y values together.
Explore in the appTHE SMALL STEPS MAKE THE DIFFERENCEDon’t just see the answer.
Don’t just see the answer.
Understand how to get there.
From “where do I start?”
to “I know what to do next.”
Get the idea.
Short explanations introduce the method. Worked examples show what each move does—and why it works.
Make your next move.
Use the maths board to enter your working. Keep equations balanced, one line at a time.
Keep practising.
Check your steps, ask for a hint, or review an answer. Choose a practice level that fits where you are.
THOUGHTFULLY SIMPLE
Made for the way you learn.
ACTIVE PRACTICEYour working.
Your working.
Your understanding.
Not another set of obvious multiple-choice answers. Write the steps yourself, with feedback to help you move forward.
YOUR WRITTEN WORKINGQuadratics
x² − 5x + 6 = 0
1(x − 2)(x − 3) = 0
2x = 2 or x = 3
Understand the move. Then make it yourself.
A nudge, not a shortcut.
Hints when you need direction. Read-only answer reveals when you need an explanation. Undo when you want another try.
Try this
What you do to one side,
do to the other.
Your pace. Your place.
Pick up where you left off—even without Wi-Fi. Lesson progress and practice working stay separate, saved on your iPhone.
Do I need to know algebra already?
No. The optional Learn the basics path introduces operations, terms, signs, negative numbers and the order of operations. You can start there, or go straight to one of the three main topics.
Can I practise without completing the lessons?
Yes. Practice equations are available from the start in every topic. Choose Beginner, Intermediate, Advanced or Random, which mixes all levels. Your practice working is saved separately from your lesson progress.
What happens when I get stuck?
Use a hint for a little guidance, or Reveal answer to see the current step and its explanation. Revealing an answer does not fill in your working or mark the exercise complete. You can also undo a step and try again.
Does the app need an internet connection or an account?
Neither. Lessons, examples and practice work offline. You do not need an account, and your progress is stored locally on your iPhone, not synced between devices.
Is this an automatic equation solver?
No. Solve for X is a guided learning and practice app with a curated set of equations. You write the next step yourself and the app checks it. It is not a general solver for arbitrary equations.
A LITTLE PRACTICE GOES A LONG WAYYour next “I get it”
starts here.
Make room for a little algebra.
And see what starts to click.