∫Calc Practice

Calculus problems, worked and checked.

1,838 original problems from Calculus 1 to 3, each with a step-by-step solution. Every line of every solution is checked by a computer algebra system, and each page shows you exactly what checked it.

1,838problems
11,333solution lines checked
9,808proved outright
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Why you can trust a solution here

Every line is checked

A computer algebra system confirms that each line of a solution follows from the one before. Lines it can't prove are labeled for what they are.

The answer is checked twice

Separately from the solution, the answer is confirmed a second way: differentiating back, numerical integration, substituting into the equation.

Nothing is hidden

Each problem has a receipt: what checked every line, which reviewers read it, and anything they objected to. How it works →

Today’s beautiful problem

A messy start that collapses to something small. Try it before you look.

Differentiate \( \displaystyle f(x) = \ln{\left(\frac{x}{\sqrt{1 - x^{2}}} \right)} \).
Problem 2.348hard✓ Nihil obstat