Growth of Bacteria The growth rate of Escherichia coli, a common bacterium found in the human...

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Growth of Bacteria The growth rate of Escherichia coli, a common bacterium found in the human intestine, is proportional to its size. Under ideal laboratory conditions, when this bacterium is grown in a nutrient broth medium, the number of cells in a culture doubles approximately every 30 min. (a) If the initial population is 10, determine the function Q(t) that expresses the growth of the number of cells of this bacterium as a function of time t (in minutes). Q(t) = (b) How long would it take for a colony of 10 cells to increase to a population of 1 million? (Round your answer to the nearest whole number.) min (c) If the initial cell population were 100, what is our model? Q(t)= Growth of Bacteria The growth rate of Escherichia coli, a common bacterium found in the human intestine, is proportional to its size. Under ideal laboratory conditions, when this bacterium is grown in a nutrient broth medium, the number of cells in a culture doubles approximately every 30 min. (a) If the initial population is 10, determine the function Q(t) that expresses the growth of the number of cells of this bacterium as a function of time t (in minutes). Q(t) = (b) How long would it take for a colony of 10 cells to increase to a population of 1 million? (Round your answer to the nearest whole number.) min (c) If the initial cell population were 100, what is our model? Q(t)=

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a The exponential growth model can be used to express the growth of the number of Escherichia coli c... View the full answer