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Observe that the graph Bacterial Growth $\mathrm{C}$ is a plot of $B_{t+1}-B_{t}$ vs $B_{t}$. The points are $\left(B_{0}, B_{1}-B_{0}\right),\left(B_{1}, B_{2}-B_{1}\right),$ etc. The second coordinate, $B_{t+1}-B_{t}$ is the population increase during time period $t,$ given that the population at the beginning of the time period is $B_{t}$. Explain why the point (0,0) would be a point of this graph.

Calculus 2 / BC

Chapter 1

Mathematical Models of Biological Processes

Section 1

Experimental data, bacterial growth

Differential Equations

Campbell University

Baylor University

University of Michigan - Ann Arbor

University of Nottingham

Lectures

13:37

A differential equation is…

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The growth of a bacteria p…

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The number of bacteria in …

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The population $y$ (in tho…

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Suppose that, for a partic…

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Bacteria Growth A certain …

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Bacterium population When …

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Using the bacterial popula…

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Suppose that the birthrate…

01:47

When a bactericide was add…

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Consider the following pop…

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Growth of Bacteria The num…

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10:47

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When bacteria infect an an…

13:40

Bacteria Population The to…

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01:12

Bacteria Population Assume…

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The growth of a certain ba…

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the rest. To find the bowling TVA is are not find quality. Find artful falling population Dippenaar T values and Archie is in days for our equations so far, 1st 1 would have to use equal to 12 hours. Well, we know that there is 24 hours in a day, so we have to all over 24. So that's P to 12 or 24. The people, too. 1000 times three Trouble 24 is one house. So what is that? Includes him You did fire of one have? Well, that's people Teoh 1 72 Okay, now when we have one day So that's p evaluated at one this 1000 times to eat a pair of one, and that's equal to 3000. Okay, And for 1.5 days, that's 1.5. We get the full of equation times three to harp on about five, and that's equal to 5196 And then, lastly for P. Evaluated at two here 1000 times, three to March 2. And that's not in a sort of sequel to 9000

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