Riemann sums and the definite integral
Автор: Chris Odden
Загружено: 2015-10-07
Просмотров: 30498
A conceptual look at general Riemann sums and the definition of a the definite integral as a limiting value of Riemann sums. We discuss partitions, "sampling arguments", "decorated partitions" (i.e., a partition with sampling arguments), Riemann sums (including the special cases of left-hand sums, right-hand sums, and midpoint sums), partition size, and the conditions under which Riemann sums might reasonably expected to yield a good approximation to signed area.
Here is a link to the GeoGebra worksheet used in the video: https://www.geogebra.org/m/wjtt5Jsf
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