Functions, each over the intervalx=0tox=6:

A. f(x) =x²+ 1

B. f(x) =12 2x

C. f(x)=36 x²

D. f(x) =2x +1

Methods:

R:Right Riemann sum

L:Left Riemann sum

M: Midpoint Riemann sum

Number of Rectangles:1, 2, 3, 6

Explain the application you selected.

Include the problem statement (function, interval, method, number of rectangles), mathematical and verbal work of finding the approximate area under the curve, a graph of the function/rectangles created at theDesmos site, mathematical work to find the exact answer, and concluding remarks.

Conclusion should include whether estimate is a lower bound or upper bound on the exact area and why and any other interesting features for the particular problem you selected.

Your write-up should include proper mathematical notation (use an equation editor) and justification for all work and answers, both mathematical and verbal.

I chose B-M-1

Thank you