How It Works
Solve any math problem in 4 simple steps
Step 1
Capture or Type
Take a photo, write by hand, or type your math problem directly into Zupiq.
Step 2
AI Understands
Zupiq's AI reads and interprets the problem — handwritten, printed, or typed.
Step 3
Get Step-by-Step Solution
Every step is shown clearly so you can follow along and understand the method.
Step 4
Learn & Improve
Build real understanding, practice similar problems, and track your progress.
Supported Math Topics
What math can Zupiq solve?
From basic arithmetic to advanced calculus — Zupiq handles it all.
Why Zupiq
Why students choose Zupiq
Zupiq doesn't just give you the answer — it teaches you how to get there, so you actually understand the math.
- Step-by-step explanations, not just answers
- Works with photos, handwriting, and typed text
- Covers algebra, calculus, geometry, and more
- Generates diagrams and graphs for visual problems
- Supports multiple languages
- Track progress and build study habits
- Available on iOS and Android


Example Problem
See how Zupiq solves calculus step by step
Problem
Find the derivative of f(x) = (3x² + 1)⁴
Steps
1
Identify the rule needed
Chain Rule: d/dx[f(g(x))] = f'(g(x)) · g'(x)
2
Differentiate the outer function
d/du[u⁴] = 4u³ where u = 3x² + 1
3
Differentiate the inner function
d/dx[3x² + 1] = 6x
4
Multiply outer and inner derivatives
f'(x) = 4(3x² + 1)³ · 6x
5
Simplify
f'(x) = 24x(3x² + 1)³
Answer
f'(x) = 24x(3x² + 1)³
FAQ
