A Population Of Bacteria Is Treated With An Antibiotic. It Is Estimated That 5,000 Live Bacteria Existed In The Sample Before Treatment. After Each Day Of Treatment, 40% Of The Sample Remains Alive. Which Best Describes The Graph Of The Function That Represents The Number Of Live Bacteria After X Days Of Treatment? F(X) = 5000(0.4)X, With A Horizontal Asymptote Of Y = 0 F(X) = 5000(0.6)X, With A Vertical Asymptote Of X = 0 F(X) = 5000(1.4)X, With A Horizontal Asymptote Of Y = 0 F(X) = 5000(1.6)X, With A Vertical Asymptote Of X = 0

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A Population Of Bacteria Is Treated With An Antibiotic. It Is Estimated That 5,000 Live Bacteria Existed In The Sample Before Treatment. After Each Day Of Treatment, 40% Of The Sample Remains Alive. Which Best Describes The Graph Of The Function That Represents The Number Of Live Bacteria After X Days Of Treatment? F(X) = 5000(0.4)X, With A Horizontal Asymptote Of Y = 0 F(X) = 5000(0.6)X, With A Vertical Asymptote Of X = 0 F(X) = 5000(1.4)X, With A Horizontal Asymptote Of Y = 0 F(X) = 5000(1.6)X, With A Vertical Asymptote Of X = 0. A population of bacteria is treated with an antibiotic. The answer is f (x) = 5000 (0.4)^x with a horizontal asymptote.

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A population of bacteria is treated with an antibiotic. It is estimated that 5,000 live bacteria existed in the sample before treatment. One of the questions is about the graph of the number of live bacteria after.

Which Best Describes The Graph Of The Function.


Learn how to use an exponential function to describe the number of live bacteria after treatment with an antibiotic. Which best describes the graph of. It is estimated that 5,000 live bacteria existed in the sample before treatment.

A Population Of Bacteria Is Treated With An Antibiotic.


One of the questions is about the graph of the number of live bacteria after. The answer is f (x) = 5000 (0.4)^x with a horizontal asymptote. A question and answer site for students and experts.

It Is Estimated That 5,000 Iive Bacteria Existed In The Sample Before Treatment.


It is estimated that 5,000 live bacteria existed in the sample before treatment. See solution, steps and answer options. A math problem asks to graph the function that represents the number of live bacteria after x days of treatment with an antibiotic.

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One question is about a population of bacteria treated with an antibiotic and its graph. After each day of treatment, 40% of the sample remains alive. Which best describes the graph of the function.

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It is estimated that 5,000 live bacteria existed in the sample before treatment. A population of bacteria is treated with an antibiotic. After each day of treatment, 40% of the sample remains alive.

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