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(Solved): The following is a partial table of values for \( f=f(x) \). Calculate the average rate of change f ...




The following is a partial table of values for \( f=f(x) \).
Calculate the average rate of change from \( x=5 \) to \( x=10 \
(a) Find \( I(2009) \).
\( I(2009)= \)
million adult Americans
Explain what \( I(2009) \) means.
This means that 493 million
The following is a partial table of values for \( f=f(x) \). Calculate the average rate of change from \( x=5 \) to \( x=10 \). \( x \) Mse.your.answer.to estimate the value of \( f(7) \). (Round your answer to one decimal place.) Need Herp? (a) Find \( I(2009) \). \( I(2009)= \) million adult Americans Explain what \( I(2009) \) means. This means that 493 million adult Americans had Internet access in \( 2009 . \) This means that 493 American households had Internet access in \( 2003 . \) This means that 203 adult Americans had Internet access in \( 2003 . \) This means that 203 million adult Americans had Internet access in \( 2009 . \) (b) Find the average rate of change per year during the period from 2000 to 2003 . (Round y million per year (c) Estimate the value of \( I(2001) \). (Round your answer to one decimal place.) \( I(2001)= \) million Explain how you got your answer. \[ I(2001)= \] million


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(1) (a) The average Rate of Change from x = 5 to x = 10 = (1.2 - 4.4)/(10- 5) = - 3.2/5 = - 0.64 The average Rate of Change fro
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