Area Under a Curve — Fibo Tools

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Area Under a Curve

Enter a polynomial function and an interval [a, b] — get both the signed area (definite integral) and the total geometric area.

Example: 1, 0 means f(x) = x. Try 1, 0, -1 (x² − 1) on [−2, 2] to see sign changes.

1 Answer

2 Steps

3 Why it works

4 Visualization

Area above the x-axis (positive) Area below the x-axis (negative)

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