Currently, a discount appliance store is selling 200 large-screen TVs each month. If the store invests x thousands of dollars in an advertising campaign, the ad company estimates that monthly sales can be determined by the formula: N(x) = 3x° – 0.25x + 200 when 0< x < 9. How many dollars should the appliance store spend in advertising in order to maximize the rate of change in sales?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 15T
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9.
For problems #9 and #10, use the techniques we have learfned m ulis Ciass to IImu ule mulcaled Value, Show
all work.
9. Currently, a discount appliance store is selling 200 large-screen TVs each month. If the store invests
x thousands of dollars in an advertising campaign, the ad company estimates that monthly sales can be
determined by the formula:
N(x) = 3x' – 0.25x* + 200 when 0 < x < 9.
How many dollars should the appliance store spend in advertising in order to maximize the rate of
change in sales?
APR
tv
MacBook Air
F5
F6
F7
F8
F9
F10
F11
&
)
7
{
Y
J
K
* 00
エ
くO
ト
Transcribed Image Text:For problems #9 and #10, use the techniques we have learfned m ulis Ciass to IImu ule mulcaled Value, Show all work. 9. Currently, a discount appliance store is selling 200 large-screen TVs each month. If the store invests x thousands of dollars in an advertising campaign, the ad company estimates that monthly sales can be determined by the formula: N(x) = 3x' – 0.25x* + 200 when 0 < x < 9. How many dollars should the appliance store spend in advertising in order to maximize the rate of change in sales? APR tv MacBook Air F5 F6 F7 F8 F9 F10 F11 & ) 7 { Y J K * 00 エ くO ト
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