SOLUTION: The generation time G for a particular bacterium is the time it takes for the population to double. The bacteria increase in population is shown by the formula G = t over 3.3log a
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Question 1180107: The generation time G for a particular bacterium is the time it takes for the population to double. The bacteria increase in population is shown by the formula G = t over 3.3log a p, where t is the time period of the population increase, a is the number of bacteria at the beginning of the time period, and P is the number of bacteria at the end of the time period. If the generation time for the bacteria is 6 hours, how long will it take 8 of these bacteria to multiply into a colony of 7681 bacteria?
pls add step by step im very confused thank u for help Answer by ikleyn(52787) (Show Source):
This problem is constructed by its composer according the following principle
Push all known words and formulas into one box.
Do not care about the meaning.
and let the reader spends his (or her) time,
while we will laugh on him.
I know the method on how to solve it.
This method is FILTERING OUT ALL UNNECESSARY WORDS.
Following this method, I read the problem in this way
1) We are given the initial number of bacteria (8)
2) We are given the doubling time (6 hours)
3) We are asked about the time getting N = 7681 bacteria.
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It is the standard problem on exponential growth.
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