The one interesting exception is that you can find the area if the left bound is and the right bound. Something that looks like (to make up an answer) the area is or something normal like that. And there’s just no finding a, you know, answer. ![]() What we mean by that is the area between some left boundary,, and some right boundary,, that’s above the x-axis, and below that curve. The problem is finding the area underneath the curve described by (With a special exception.) That one is about the error function, also called the bell curve. ![]() And the good questions, too, like, why do numerical integration? In a post fram last week he looks at one integral that you encounter in freshman calculus, to learn you can’t do except numerically. ![]() John Quintanilla, at the Mean Green Math blog, started a set of essays about numerical integration.
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