A patient is diagnosed to have Po cancer cells at time t = 0 and these cells grow subsequently according to P = −αP(M – P) where P(t) is the number of the cells at time t while a and M are two given positive constants. The patient will die when the number of bugs approaches infinity. Consider the case Po > M for the prognosis of the patient, i.e., find the time the patient has left to live.

Modern Physics
3rd Edition
ISBN:9781111794378
Author:Raymond A. Serway, Clement J. Moses, Curt A. Moyer
Publisher:Raymond A. Serway, Clement J. Moses, Curt A. Moyer
Chapter14: Nuclear Physics Applications
Section: Chapter Questions
Problem 10P
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A patient is diagnosed to have Po cancer cells at time t = 0 and these
cells grow subsequently according to P = −aP(M – P) where P(t) is the number of
the cells at time t while a and M are two given positive constants. The patient will
die when the number of bugs approaches infinity. Consider the case Po > M for the
prognosis of the patient, i.e., find the time the patient has left to live.
Transcribed Image Text:A patient is diagnosed to have Po cancer cells at time t = 0 and these cells grow subsequently according to P = −aP(M – P) where P(t) is the number of the cells at time t while a and M are two given positive constants. The patient will die when the number of bugs approaches infinity. Consider the case Po > M for the prognosis of the patient, i.e., find the time the patient has left to live.
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