Unit 1. Introduction, Discrete-Time Dynamical Systems, Basic Limits 1. The number of fruit flies that survives the attack (F, number) is given by F(t) = 18e-0.057t as a function of time (t, in minutes). (a) How long until only one third of the original population of fruit flies remains? Lond (b) Make a sketch of the graph that highlights the information above.

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
Author:Swokowski
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Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
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I need help solving this problem, part A and B. Thank you. 

Unit 1. Introduction, Discrete-Time Dynamical Systems, Basic Limits
1. The number of fruit flies that survives the attack (F, number) is given by F(t) = 18e-0.057t
as a function of time (t, in minutes).
(a) How long until only one third of the original population of fruit flies remains?
Lond
(b) Make a sketch of the graph that highlights the information above.
Transcribed Image Text:Unit 1. Introduction, Discrete-Time Dynamical Systems, Basic Limits 1. The number of fruit flies that survives the attack (F, number) is given by F(t) = 18e-0.057t as a function of time (t, in minutes). (a) How long until only one third of the original population of fruit flies remains? Lond (b) Make a sketch of the graph that highlights the information above.
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