Consider the function f(x) = 4 − |x| defined on [-4, 4]. (a) Compute the left Riemann sum L12. L12 (b) Compute the right Riemann sum R12. R12 help (numbers) help (numbers) (c) Compute the average value of L12 and R12. Average value 1- Area help (numbers) (d) Compute the area under the graph of f. help (numbers) (e) Compare the two values found in (c) and (d). The average value is ? the area.

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A: To find the area A of the region

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Q: x2 (b) x x4 2! 3! 4! 5! +

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A: According to question,Given Function,f(x)=3x2+1,In the interval -5, 0

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A: Please find attachment below.  I use formula for residue.

Q: help

A: Given:fx=x2-3x-10To find Riemann sum ,S5 on the interval -3,7, by partitioning the interval-3,7…

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Q: III (20') Let X={1, 2, ..., 16} and define function f(x)=rx for all x € X where rx is the remainder…

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Q: 2 RIEMANN SUMS Let f(x)=√x be a function on the interval [2,7], and let n = 10. Calculate the…

A: We can find Riemann sums .