AI Calculus Solver
Limits, derivatives, and integrals — screenshot any calculus problem on your screen and get the full worked solution.
Try for free- Works on any screenshot — textbook, PDF, or worksheet
- Full step-by-step solutions, not just the final answer
- Free to start — no account needed
- 1Direct substitution gives , an indeterminate form — so simplify first.
- 2Factor the numerator: .
- 3Cancel the common factor and substitute: .
Pick your calculus topic
Each topic page has formulas, worked examples, practice problems, and the mistakes to avoid.
Direct substitution, factoring and conjugates for 0/0, plus one-sided limits and limits at infinity.
DerivativesPower, product, quotient, and chain rule — from simple polynomials to nested compositions.
IntegralsAntiderivatives, u-substitution, and integration by parts — definite and indefinite, bounds included.
What this calculus solver covers
Calculus is the mathematics of change and accumulation: derivatives measure how fast something changes at an instant, integrals total up how much has accumulated, and limits make both ideas precise. It is the backbone of physics, engineering, economics, and machine learning — and of AP Calculus and first-year university math.
This solver covers the working core of a calculus course: limits (including indeterminate forms), derivatives by every standard rule — power, product, quotient, and chain — and integrals both indefinite and definite, including u-substitution and integration by parts.
Every solution shows the same working a tutor would write on the board: which rule fires at each step and why, not just the final expression. Pick a topic below for formulas, worked examples, and practice problems, or install the extension and screenshot the exact problem in front of you.
See it solve real calculus problems
One from each corner of the subject — pick a problem to see its full solution.
- 1Direct substitution gives , an indeterminate form — so simplify first.
- 2Factor the numerator: .
- 3Cancel the common factor and substitute: .
- 1Apply the power rule to each term: and .
- 2Combine: .
- 1A function raised to a power is a composition — use the chain rule.
- 2Differentiate the outer power: .
- 3Multiply by the inner derivative, : .
- 1Find the antiderivative: .
- 2Apply the Fundamental Theorem: .
- 3The area under from to is .
- 1The derivative of appears in the integrand — use substitution.
- 2Let , so .
- 3Rewrite and integrate: .
- 4Substitute back: .
Try it on your own calculus homework
Photo Math Solver reads calculus problems straight from your screen — limits, derivatives, integrals, whatever your problem set throws at you — and returns the full step-by-step solution in seconds, naming the rule applied at each line. No retyping nested expressions, no separate CAS software, no guessing which technique applies.
