4. The population of Florida (in millions) in recent years can be approximated by p(x)%3= 9.865(1.025)* wherex is the number of years since 1980. Find the instantaneous rate of change in the population of Florida in 1998. (a) 2.63257 x 1022 nillion people per year P(X) =9.845(li025)* 2010-1998=18 (b) 15.386 nillion people per year 9.805(1.025) = 15.386 million (c) 1.560 million people per year (l) 380 millioh people per year 9.gu5(1.025)* la(l,028) In(l. 9.845(1.025)^ None of the Above

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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4.
The population of Florida (in millions) in recent years can be approximated by p(x)%3=
9.865(1.025)* wherex is the number of years since 1980. Find the instantaneous rate of change
in the population of Florida in 1998.
(a) 2.63257 x 1022 nillion people per year
P(X) =9.845(li025)*
2010-1998=18
(b) 15.386 nillion people per year
9.805(1.025)
= 15.386 million
(c) 1.560 million people per year
(l) 380 millioh people per year
9.gu5(1.025)* la(l,028)
In(l.
9.845(1.025)^
None of the Above
Transcribed Image Text:4. The population of Florida (in millions) in recent years can be approximated by p(x)%3= 9.865(1.025)* wherex is the number of years since 1980. Find the instantaneous rate of change in the population of Florida in 1998. (a) 2.63257 x 1022 nillion people per year P(X) =9.845(li025)* 2010-1998=18 (b) 15.386 nillion people per year 9.805(1.025) = 15.386 million (c) 1.560 million people per year (l) 380 millioh people per year 9.gu5(1.025)* la(l,028) In(l. 9.845(1.025)^ None of the Above
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