What is the definite integral of x^x from 0 to 2?
Last Updated: 03.07.2025 00:29
I can compute this numerically for you. Let's do that.
The integral of xxx^x from 0 to 2 does not have a simple closed-form solution using elementary functions. However, it can be computed numerically. The definite integral you're asking for is:
I=∫02xx dxI = \int_0^2 x^x \, dx
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The definite integral of xxx^x from 0 to 2 is approximately 2.83392.8339, with a very small error estimate of about 2.66×10−102.66 \times 10^{-10}.