Difference between revisions of "009B Sample Final 3, Problem 1"

Revision as of 17:17, 28 February 2017

Divide the interval $[-1,1]$ into four subintervals of equal length ${\frac {1}{2}}$ and compute the left-endpoint Riemann sum of $y=1-x^{2}.$

Foundations:
The height of each rectangle in the left-endpoint Riemann sum is given by choosing the left endpoint of the interval.

Solution:

Final Answer:

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 !Foundations: &nbsp;
 |-
-|The height of each rectangle in the left-hand Riemann sum is given by choosing the left endpoint of the interval.
+|The height of each rectangle in the left-endpoint Riemann sum is given by choosing the left endpoint of the interval.
 |}