One pace for everyone
Too fast and you fall behind. Too slow and you tune out. A class can't move at your speed.
Learning, made easier
EzStudy learns how you learn, then teaches you that way: lectures from your own Professor, practice that adapts after every answer and real tutors on call 24/7, all supervised by experts.
Visuals, worked examples, audio or practice: every lesson comes in the style you learn best.
Today's plan
3 steps, about 35 min
Review
Binomial theorem
Fix a gap
Resolving forces
Practice
Projectiles
Mastery
Applied Maths
At the greatest height, the vertical velocity is zero.
Mechanics
Projectiles: finding the greatest height
The problem
In a packed classroom or a recorded video, everyone gets the same explanation at the same speed. The students who needed something different quietly fall behind.
Too fast and you fall behind. Too slow and you tune out. A class can't move at your speed.
Maths builds on itself. One shaky topic from last term quietly undermines everything built on top of it.
A personal tutor who adapts to you works best of all, but most students can't get one.
Taught your way
Some students need to see it. Others need a worked example, an analogy that makes it click, or to hear it explained. EzStudy learns your style and builds every lesson around it, so every topic feels like it was made for you.
Live demo
Slope of PQ 8.0
Slope of the tangent at P 6
Find the gradient of y = x2 at x = 3.
Differentiate
dydx = 2x
Bring the power down, then reduce it by one.
Substitute x = 3
dydx = 2 × 3
Answer
The gradient is 6
Picture a car on a road that gets steeper as it climbs. The derivative is how steep the road is at the exact spot the car is on right now, not the average over the whole trip. On y = x2, at x = 3, the road rises 6 units for every 1 unit forward.
Derivatives in under a minute
Narrated explanation
“Think of the derivative as a speedometer for maths. It tells you how fast something is changing at one exact moment. For y equals x squared, at x equals three, y is changing six times as fast as x.”
Your turn: what is the gradient of y = x2 at x = 5?
Miss it and you get a hint about your exact mistake, not just the answer.
Tap a style to see the same idea taught a different way.
Coming to EzStudy
We're building a Professor that delivers full lectures in the same style you learn best, for any subject. Every lecture is generated for you and supervised by subject experts. Learning, made easier.
Visual-first, worked examples, analogies or audio. Your Professor follows your learning profile, lecture after lecture.
Starting with maths, then every subject you study, taught with the same care.
Subject experts review what your Professor teaches, so every lecture is accurate and exam-ready.
The tangent's slope at P is the derivative.
Calculus
What is a derivative?
Made for Maya: visual first, then worked examples
How it works
EzStudy keeps a live picture of what you know and decides what you should do next, like a tutor sitting beside you.
Adaptive questions map what you already know, topic by topic.
Your plan updates after every answer. It moves on when you've mastered a topic and loops back the moment you struggle.
Lectures from your Professor, worked examples and hints, all in the style you learn best. Want a person? A real tutor is on call 24/7.
Spaced reviews bring each topic back just before you'd forget it, so it lasts until exam day.
Human tutors
Some moments need a person. Ask a human tutor any time, day or night. Before they join, EzStudy hands them a briefing on your strengths, weak spots, learning style and recent progress, so they can help from the first minute.
Stuck the night before an exam? A real tutor is a tap away.
Your tutor sees what you've mastered, where you struggle, how you learn best and a summary of your recent work.
Tutors keep an eye on your progress and your plan, so you get the precision of AI and the judgement of a teacher.
Tutor briefing
Maya, exam in 6 weeks
Strengths
Weak spots
Learning style
Visual and step by step. Learns best from diagrams and short hints.
AI summary
Strong on calculus. Loses marks when resolving forces into components and often forgets the vertical motion in projectile questions. Suggest starting with a force diagram.
Why EzStudy
Every part of EzStudy is built on well-established learning science, so study time turns into real progress.
Bayesian Knowledge Tracing estimates your mastery of every concept and updates with each answer.
Miss a question and EzStudy finds the earlier concept behind the mistake, then rebuilds from there.
FSRS spaced repetition schedules every review for the moment it does the most good.
Every generated question is solved again, independently, by a second AI model before it reaches you.
Explanations draw on real course material for your exam, not generic internet answers.
Questions adapt to your level as you go, so practice is never too easy and never out of reach.
Exams
We're starting with high-stakes maths exams, where a personal tutor makes the biggest difference. The same adaptive engine works for any exam with a syllabus, so more subjects will follow.
Why we're building this
As a university teaching assistant and tutor, I kept seeing the same thing: students given material made for them learned far faster than students handed the same content as everyone else. A human tutor can't do that for every student. EzStudy can.
Early access
We're opening early access in small groups. Leave your details and we'll be in touch when your spot is ready.
Investors, schools and tutors: contact@ezstudy.ai
Thanks for your interest. We'll email you as soon as your early access is ready.