The population in millions of arctic flounder (a type of fish) in the Atlantic Ocean is modeled by the function P(t) = 9t+192 0.6+2 +4 where t is measured in years. 1. What is the initial flounder population? Number million 2. What is P' (11), rounded to 2 decimal places? Units should be consistent with those defined in the initial problem. P' (11) = Number 3. In addition to explaining your process for parts (1) and (2), interpret P' (11) by explaining what this quantity represents in the context of the problem. Include units that are consistent with those defined in the initial problem.
The population in millions of arctic flounder (a type of fish) in the Atlantic Ocean is modeled by the function P(t) = 9t+192 0.6+2 +4 where t is measured in years. 1. What is the initial flounder population? Number million 2. What is P' (11), rounded to 2 decimal places? Units should be consistent with those defined in the initial problem. P' (11) = Number 3. In addition to explaining your process for parts (1) and (2), interpret P' (11) by explaining what this quantity represents in the context of the problem. Include units that are consistent with those defined in the initial problem.
Chapter6: Exponential And Logarithmic Functions
Section: Chapter Questions
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Transcribed Image Text:The population in millions of arctic flounder (a type of fish) in the Atlantic
Ocean is modeled by the function P(t)
=
9t+192
0.6+2 +4
where t is
measured in years.
1. What is the initial flounder population? Number
million
2. What is P' (11), rounded to 2 decimal places? Units should be
consistent with those defined in the initial problem.
P' (11) = Number
3. In addition to explaining your process for parts (1) and (2), interpret
P' (11) by explaining what this quantity represents in the context of
the problem. Include units that are consistent with those defined in
the initial problem.
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