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Apr 30, 2007 · Suppose a bacterial culture doubles in population every 4 hours. If the population is initially 100, find an equation for the population at any time. Determine when the population will reach 6000. A bacterial culture grows exponentially with a …
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A bacteria culture starts with 900 bacteria; the population doubles every 4 hours. Find an expression for the number of bacteria after t hours. Doubling Time and Exponential Growth
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A bacteria culture starts with 3000 bacteria and the population doubles every 4 hours. (a) Find an expression for the number of bacteria after t hours. Q (t)= (b) Find the number of bacteria that will be present after 8 hours.
https://www.jiskha.com/questions/1863440/the-number-of-bacteria-in-a-petri-dish-doubles-every-4-hours-if-there-are-initially-200
May 25, 2021. y = A bᵗ. The starting amount of bacteria is 100, so A = 100. To find b, plug in this equation, t = 4 = and y = 200 (since the population doubles in 4 hours) 200 = 100 ∙ b⁴. Divide both sides by 2.
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