Find the general lower and upper sums (in terms of n) of the area of the region ba g(y) = -8y over [3, 9].

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 68E
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Find the general lower and upper sums (in terms of n) of the area of the region b
g(y) = - 8y over [3, 9].
Lower Sum:
Upper Sum:
Determine the lower and upper sum when [3, 9] is divided into 10 subintervals.
Lower Sum:
Upper Sum:
Determine the lower and upper sum when [3, 9] is divided into 100 subintervals.
Lower Sum:
Upper Sum:
Determine the lower and upper sum when [3, 9] is divided into 1000 subintervals.
Lower Sum:
Upper Sum:
Use the above progression of lower and upper sums to determine the exact area of the
Net Area =
Submit All Parts
Transcribed Image Text:Find the general lower and upper sums (in terms of n) of the area of the region b g(y) = - 8y over [3, 9]. Lower Sum: Upper Sum: Determine the lower and upper sum when [3, 9] is divided into 10 subintervals. Lower Sum: Upper Sum: Determine the lower and upper sum when [3, 9] is divided into 100 subintervals. Lower Sum: Upper Sum: Determine the lower and upper sum when [3, 9] is divided into 1000 subintervals. Lower Sum: Upper Sum: Use the above progression of lower and upper sums to determine the exact area of the Net Area = Submit All Parts
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