Suppose the population of a certain bacteria in a laboratory sample is 100. If it doubles in population every 6 hours, what is the growth rate? How many bacteria will be there in two days?* A=Pert r=0.11% ;A=31,743.83 r=0.1155% ;A=13,734.83 r=0.12% ;A=13,734.83 r=0.1155% ;A=31,734.83

Question
Suppose the population of a certain bacteria in a laboratory sample is 100. If it doubles in population every 6 hours, what is the growth rate? How many bacteria will be there in two days?* A=Pert r=0.11% ;A=31,743.83 r=0.1155% ;A=13,734.83 r=0.12% ;A=13,734.83 r=0.1155% ;A=31,734.83
Answer:
Suppose the population of a certain bacteria in a laboratory sample is 100. If it doubles in population every 6 hours, what is the growth rate? How many bacteria will be there in two days?* A=Pert r=0.11% ;A=31,743.83 r=0.1155% ;A=13,734.83 r=0.12% ;A=13,734.83 r=0.1155% ;A=31,734.83 65047ff428cf7.webp
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algebra 11 months ago 3639