Problem 5. We have a mass of bacteria, which originally weighs 10 pounds. The rate of increase of the quantity of bacteria is proportional to the square of the current quantity, because every pair of bacteria provide a new one. The proportional coefficient is Determine the moment when the population will explode, that is, when it becomes infinite.
Problem 5. We have a mass of bacteria, which originally weighs 10 pounds. The rate of increase of the quantity of bacteria is proportional to the square of the current quantity, because every pair of bacteria provide a new one. The proportional coefficient is Determine the moment when the population will explode, that is, when it becomes infinite.
Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
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Transcribed Image Text:Problem 5.
| We have a mass of bacteria, which originally weighs 10 pounds. The rate of
increase of the quantity of bacteria is proportional to the square of the current quantity, because
every pair of bacteria provide a new one. The proportional coefficient is Determine the moment
when the population will explode, that is, when it becomes infinite.
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