Ej N.

asked • 09/24/22

in this problem you will calculate the area between f(x) = 9x + 5 and the x-axis over the interval [0,2] using a limit of right-endpoint riemann sums ∑ i = 1 Δ x f ( x i )

a) express the width of each subinterval delta x in terms of the number of subintervals n

b) find the right endpoints of the first, second , and third subintervals and express your answers in terms of n

c) find a general expression for the right endpoint xk of the kth subinterval [xk-1,xk] , where 1 less than or equal to k less than or equal to n. express your answer in terms of k and n

d) find f(xk) in terms of k and n

e) find f(xk) delta x in terms of k and n

f) find the value of the right endpoint riemann sum in terms of n

g) find the limit of the right endpoint riemann sum

Mark M.

What is preventing you from following these raher sequential and explicit directions?
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09/24/22

Ej N.

I don't understand the concept to be quiet honest I have no clue how to start or what I am solving that is why I came here for help
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09/24/22

1 Expert Answer

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Doug C. answered • 09/24/22

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Ej N.

Thank you so much!
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09/24/22

Doug C.

Here is an answer to a similar, but more complicated problem: wyzant.com/resources/answers/901084/riemann-sum-area-and-formula
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09/25/22

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