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Consider the exponential decay model for the hot- house experiment: N(t) = No exp{-At} (a) Find the time T, such that N(T,) = No exp{-1} . (b) Find the time T/2 such that N(T/2) = No/2. %3D (c) If No = 400, how many butterflies will be alive (according to this model) at time t = 4T/2? %3D

Consider the exponential decay model for the hot- house experiment: N(t) = No exp{-At} (a) Find the time T, such that N(T,) = No exp{-1} . (b) Find the time T/2 such that N(T/2) = No/2. %3D (c) If No = 400, how many butterflies will be alive (according to this model) at time t = 4T/2? %3D

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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bles? (1.2) Consider the exponential decay model for the hot- house experiment: N(t) = No exp{-At} %3D (a) Find the time T, such that N(T,) = No exp{-1}. (b) Find the time T1/2 such that N(T /2) = No/2. %3D (c) If No = 400, how many butterflies will be alive (according to this model) at time t = 4T1/2? %3D %3D
Transcribed Image Text:bles? (1.2) Consider the exponential decay model for the hot- house experiment: N(t) = No exp{-At} %3D (a) Find the time T, such that N(T,) = No exp{-1}. (b) Find the time T1/2 such that N(T /2) = No/2. %3D (c) If No = 400, how many butterflies will be alive (according to this model) at time t = 4T1/2? %3D %3D
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