Main Profile

At A Glance

Overview of Rectangular Approximation of Area

Calculus: We describe a process for approximating the area under the graph of a positive function using rectangles. We apply this process to the special case of f(x) = 1 + x over the interval [1, 2] with 10 and n rectangles. As a final note, we define sigma notation, partitions, and Riemann sums.
Length: 11:30

Contact

Questions about Overview of Rectangular Approximation of Area

Want more info about Overview of Rectangular Approximation of Area? Get free advice from education experts and Noodle community members.

  • Answer

Ask a New Question