The 2000 census in a particular area gives us an age distribution that is approximately given (in millions) by the function f(x) = 40.3+2.17x-0.702x² where x varies from 0 to 9 decades. The population of a given age group can be found by integrating this function over the interval for that age group. a. Find the integral over the interval [0,9]. h (Round to the nearest integer as needed.) 79
The 2000 census in a particular area gives us an age distribution that is approximately given (in millions) by the function f(x) = 40.3+2.17x-0.702x² where x varies from 0 to 9 decades. The population of a given age group can be found by integrating this function over the interval for that age group. a. Find the integral over the interval [0,9]. h (Round to the nearest integer as needed.) 79
Chapter6: Exponential And Logarithmic Functions
Section6.8: Fitting Exponential Models To Data
Problem 1TI: Table 2 shows a recent graduate’s credit card balance each month after graduation. a. Use...
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![The 2000 census in a particular area gives us an age distribution that is approximately given (in millions) by the function
f(x)= 40.3+2.17x-0.702x
where x varies from 0 to 9 decades. The population of a given age group can be found by integrating this function over the interval for that age group.
on 1
...
on 5
a. Find the integral over the interval [0,9].
hs
Eion 9
(Round to the nearest integer as needed.)
start
Eirse (MATH 1
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Transcribed Image Text:The 2000 census in a particular area gives us an age distribution that is approximately given (in millions) by the function
f(x)= 40.3+2.17x-0.702x
where x varies from 0 to 9 decades. The population of a given age group can be found by integrating this function over the interval for that age group.
on 1
...
on 5
a. Find the integral over the interval [0,9].
hs
Eion 9
(Round to the nearest integer as needed.)
start
Eirse (MATH 1
Help me solve this View an example Get more help.
Clear all
Check answer
B
O
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