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Complete the following chart :
assume that approximately3 million bacteria fit on a pin head and that the number of bacteria doubles every 6 hours.
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view image Complete the following chart assume that approximately3 million bacteria fit on a pin head and that the number of bacteria doubles every 6 hours will class=

Respuesta :

The chart has been completed in the picture attached.

Step-by-step explanation:

Step 1:

It is given that the number of bacteria doubles every 6 hours.

So if there are 1 million now, in 6 hours there would be double that i.e. 2 million and it will go on.

Step 2:

As the first column says the number of 6-hour periods, the second column is the actual number of hours.

So the second column is multiples of 6 so the second column is filled with;

0, 6, 12, 18, 24, 30, 36, 42 and 48.

Step 3:

The current population is calculated by multiplying the previous population by 2.

For 0 hours, the population = 3 million,

For 6 hours, the population = [tex]2(3) = 6[/tex] million,

For 12 hours, the population = [tex]2(6) = 12[/tex] million,

For 18 hours, the population = [tex]2(12) = 24[/tex] million,

For 24 hours, the population = [tex]2(24) = 48[/tex] million,

For 30 hours, the population = [tex]2(48) = 96[/tex] million,

For 36 hours, the population = [tex]2(96) = 192[/tex] million,

For 42 hours, the population = [tex]2(192) = 384[/tex] million, and

For 48 hours, the population = [tex]2(384) = 768[/tex] million.

So at the end of 48 hours, there will be approximately 768 million bacteria on the pinhead.

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