5) The manager of a Fast Tech store has found that the rate of sales (in hundreds of dollars per day) of the new iphone, t days after it has been on the market, is shown in the table below 5 15 Number of days = t Rate of sales (hundreds of dollars per day) 0 50 48 10 40 37 20 32 Compute a Riemann sum using the right and left endpoints (sums) to estimate the total sales of the new iphone during the first 20 days after it has been put on the market. Use the average of the left and right sums.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.1: Infinite Sequences And Summation Notation
Problem 72E
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5) The manager of a Fast Tech store has found that the rate of sales (in hundreds of dollars per day)
of the new iphone, t days after it has been on the market, is shown in the table below
Number of days = t
Rate of sales
(hundreds of dollars per
day)
0
50
5
48
10
40
15
37
20
32
Compute a Riemann sum using the right and left endpoints (sums) to estimate the total sales of the new
iphone during the first 20 days after it has been put on the market. Use the average of the left and right
sums.
Transcribed Image Text:5) The manager of a Fast Tech store has found that the rate of sales (in hundreds of dollars per day) of the new iphone, t days after it has been on the market, is shown in the table below Number of days = t Rate of sales (hundreds of dollars per day) 0 50 5 48 10 40 15 37 20 32 Compute a Riemann sum using the right and left endpoints (sums) to estimate the total sales of the new iphone during the first 20 days after it has been put on the market. Use the average of the left and right sums.
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