SOLVED: point) The value of the limit below is equal to the area below the graph of a function f(z) on an interval [A, Bl. 5i 2 + lim n-+00 i1 A.)
![SOLVED: In this question, you will estimate the value of the integral 6 ce 1 dx 3 using three different approximations: Subdivide the interval [3,6] into three sub-intervals of equal width and](https://cdn.numerade.com/ask_images/679785d776c64640b51a056ccf1b9691.jpg "SOLVED: In this question, you will estimate the value of the integral 6 ce 1 dx 3 using three different approximations: Subdivide the interval [3,6] into three sub-intervals of equal width and")
SOLVED: In this question, you will estimate the value of the integral 6 ce 1 dx 3 using three different approximations: Subdivide the interval [3,6] into three sub-intervals of equal width and
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![Using 8 rectangles of equal width, approximate the area underneath the curve of f(x) = x^2 +3 over the interval [0, 2] where the height of each rectangle/strip is the same as](https://homework.study.com/cimages/multimages/16/q1image155989921554898891.png "Using 8 rectangles of equal width, approximate the area underneath the curve of f(x) = x^2 +3 over the interval [0, 2] where the height of each rectangle/strip is the same as")
Using 8 rectangles of equal width, approximate the area underneath the curve of f(x) = x^2 +3 over the interval [0, 2] where the height of each rectangle/strip is the same as
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