Consider the function f (x) = 2x² – 11x + 16. - Express the area under the curve of f on the interval a, b . sums using right endpoints. Fill in the blank: as a limit of n lim Σ (-- _) Ax. n→∞ i=1...

I need help with the question expressing area under the curve for the attached file labeled "a". I have put a second file with a similair problem and how my course wants it answered-see file "b"

Extracted text: Consider the function f (x) = 2x² – 11x + 16. - Express the area under the curve of f on the interval a, b . sums using right endpoints. Fill in the blank: as a limit of n lim Σ (-- _) Ax. n→∞ i=1 Note: Your answer should be the output of the function, not the function name. Your answer should be in terms of a, b, i, and n. а,


Extracted text: Consider the function f (x) = x² + 9. Partition [a,b] into n equal-length subintervals. Using right endpoints as the sample points in each subinterval, express the integral of fon the interval [a,b] as a limit of sums. Fill in the blank. lim n→∞ 7=1 Note: Your answer should be in terms of a, b, i, and n. Your answer should not include f. If you need to compute the function fat a particular input, apply the function to the input. αΩ 6 II Sa lim (0) [0] CUn |미 {마 (b-a)?? a?+ n? 2ai(b – a) +9 + Incorrect YOUR ANSWER (b-a)²;² a + 2ai(b-a) + 9 + n2 CORRECT ANSWER [+*(부)",기 (부) b-a b-a + i + 9 VI AI U +