Evaluate the definite integral of a polynomial function over a specified interval [a, b]. Enter coefficients and limits to compute the exact area under the curve.
Evaluate the definite integral of a polynomial function over a specified interval [a, b]. Enter coefficients and limits to compute the exact area under the curve.
Enter comma-separated coefficients starting from the highest degree term.
The fundamental theorem of calculus states that the definite integral equals the antiderivative evaluated at the upper limit minus the antiderivative at the lower limit.
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The fundamental theorem of calculus states that the definite integral equals the antiderivative evaluated at the upper limit minus the antiderivative at the lower limit.
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