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Calculus
Trapezoidal Rule Calculator
Approximate the definite integral of a function over [a, b] by summing trapezoid areas across n subintervals. Ideal for numerical integration when an antiderivative is difficult or impossible to find analytically.
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Calculus
Definite Integral Calculator
Numerically evaluates the definite integral of a power function ax^n over a specified interval. Choose from Simpson's Rule, Trapezoidal Rule, or the Midpoint Rectangle Method for your approximation.
Fill in the required fields to see your result.
Key differences
| Trapezoidal Rule Calculator | Definite Integral Calculator | |
|---|---|---|
| Category | Calculus | Calculus |
| Inputs required | 4 | 6 |
| Result | Approximate Integral | Definite Integral |
| What it does | Approximate the definite integral of a function over [a, b] by summing trapezoid areas across n subintervals. Ideal for numerical integration when an antiderivative is difficult or impossible to find analytically. | Numerically evaluates the definite integral of a power function ax^n over a specified interval. Choose from Simpson's Rule, Trapezoidal Rule, or the Midpoint Rectangle Method for your approximation. |