calculus-calculator

Calculus Calculator | Derivative, Integral & Limits

Calculus Calculator

Solve Derivatives, Integrals & Limits Instantly

Symbolic Result
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Advanced Engine Features

Auto-Format

Advanced parser detects implied multiplication. Inputs like 2x or xsin(x) are correctly processed as 2*x and x*sin(x).

All-in-One

Solves differentiation (Chain rule/Product rule), Definite & Indefinite Integration, and Limits (including approaching infinity) in one interface.

Accurate Syntax

No rounding errors. Get exact algebraic answers (like cos(x) + 2x) instead of rough decimals. Perfect for Engineering Mathematics.

Symbolic Logic, Instant Solutions

Whether you're calculating the Area under a Curve or finding the Limit as x approaches Infinity, our engine handles the Algebra for you.

The Chain Rule

Don't struggle with complex derivatives. Input functions like sin(x^2) and our tool automatically applies the Chain and Product rules.

Definite Integral

Unlike basic tools, you can set "Lower (a)" and "Upper (b)" bounds to calculate exact numerical values for Physics and Engineering problems.

Limit Logic

Solving for 0/0 indeterminates? The engine internally applies standard limits logic (like L'Hôpital's Rule) to find the true value.

How to Type Math Functions?

OperationType ThisExample
Power / Exponent^x^2 (x squared)
Square Rootsqrt()sqrt(x+1)
Trigonometrysin(), cos()sin(2x)
Logarithm (Base 10)log()log(100)
Natural Log (Base e)ln()ln(x)

Calculus Calculator –Math Tool FAQs

Is this accurate for Engineering Math?

Yes. This tool uses a Computer Algebra System (CAS), which means it manipulates symbols (x, y) rather than just numbers. This provides exact answers, crucial for Calculus.

Why use an online Calculus Calculator?

It's an excellent way to verify your homework answers. Seeing the correct output for d/dx (x * e^x) helps you confirm if you applied the Product Rule correctly.

Does it handle 'e' (Euler's Number)?

Absolutely. You can use 'e' in functions like e^(2x). It is treated as the mathematical constant approx 2.718.

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