A Professor Is Examining A New Strain Of Bacteria. What would be the most reliable method to do so? Determine the riboso

What would be the most reliable method to do so? Determine the ribosomal RNA sequence of the bacteria. Jun 20, 2018 · The amount of bacteria can be modeled by the function s(n) = 20 ⋅ bn, where n is the number of hours and b is an unknown positive base. Based on the model \ ( s (n) = 20 \cdot b^n \), the initial amount of bacteria (when \ ( n = 0 \)) can be calculated as follows: \ [ s (0) = 20 \cdot b^0 = 20 \cdot 1 = 20 \] So, there were initially **20** bacteria. Since $$n=0$$n = 0 represents the initial number of bacteria, we can substitute $$n=0$$n= 0 into the function to find the initial amount of bacteria: $$a (0) = 20 \cdot b^ {0} = 20 \cdot 1 = 20$$a(0) = 20⋅b0 = 20⋅1 = 20 Therefore, the initial amount of bacteria is 20. Aug 19, 2025 · When you hear that a new strain of a disease-causing bacteria has emerged, you’ll know it’s not a whole new species, but it has new genetics that might be cause for concern (like increased contagiousness or drug resistance). Jun 20, 2018 · The amount of bacteria can be modeled by the function s(n) = 20 ⋅ bn, where n is the number of hours and b is an unknown positive base. s (n)=20· b^n , where n is the number of hours Based on the model, there were initially 20 bacteria. Researchers have found a new type of bacteria, and they want to determine its phylum. 85. The amount of bacteria can be modeled by function and b is an unknown positive base. The initial number of bacteria is not specified in the question. To solve the problem about the growth of a new strain of bacteria, we need to identify two key pieces of information: the initial number of bacteria and the hourly percent growth rate when the base growth factor is given as b 1. . A professor is examining a new strain of bacteria. Based on the model, there were initially 20 bacteria.

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