An exponentially growing bacterial population increases its number from 103 to 1010 in 4.5 hours and reached 1014 cells in 8.5 hours. How many generations have gone by at the end of the incubation? 25 37 0 20 0 50 OLacks information, cannot be determined
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- Draw a graph that shows the potential population growth of a bacterial population that starts with 500 cells. Assume binary fission, a generation time of 30 minutes and reproduction for four (4) generations.For the bacterial growth curve below in which phase does the number of cell divisions equal the number of cell deaths? Log of number of bacteria 0 Lag Phase Intense activity preparing for population growth, but no increase in population. lag 2019 Pearson Education, Inc. log Log Phase Logarithmic, or exponential, increase in population. stationary Stationary Phase Period of equilibrium; microbial deaths balance production of new cells. The logarithmic growth in the log phase is due to reproduction by binary fission (bacteria) or mitosis (yeast). 5 Time (hr) Death Phase Population is decreasing at a logarithmic rate. death Staphylococcus sp. 10 None of the other four answers are correct Log Phase Stationary Phase Death Phase Lag PhaseComplete Table 1by doubling the number of bacteria (Clostridium sp.) and diatoms (Chaetoceros sp.) every 30 minutes and 60 minutes, respectively, and by writing the log10 of this number in the appropriate columns with the results , Draw a graph showing the growth (N) of the populations of both species from time = 0 (also written as t0) to time = 310 (t310) minutes. Draw both populations on the same graph. NB: It will be necessary to plot Chaetoceros sp. on a second y-axis. Label the axes and provide a suitable legends.
- A microbiologist inoculated a flask of nutrient broth with E. coli. The bacterial population entered exponential phase at 11:30 pm and divided every 60 min. At 6:30 am, the culture entered stationary phase with a population of 100,000,000 bacteria mL-¹. At what time was the population 50,000,000 bacteria mL-¹? 5:30 am 12:30 am 4:30 am O Can not be determined from the information given. 3:30 amPopulation calculation A culture of bacteria is started with an initial input of 250 cells. After 20 generations, how many bacteria would be present in the culture?If the generation time is 90 min and the initial population contains 103 cells, how many bacteria will there be after 8 hours of exponential growth?
- What type of overall bacterial growth does the following graph represent? aggregated logistic differential exponentialSuppose the generation time of a bacterium is 90 minutes and the number of cells in a culture is 103 cells at the start of the log phase. How many bacteria will there be after 8 hours of exponential growth?Number of Bacteria X Temperature (°C) At the After 1 After 2 After 3 beginning day days days 6. 8. 12 15 48 187 15 27 126 678 (a) What is the relationship between the temperature and the rate at which the Bacteria X reproduces? (b) When the number of Bacteria X increases, it causes food to turn bad and cannot be eaten. Based on the results above, what can Rose do to preserve food for a longer period of time? Explain your answer.
- If you start out population density of 300 cfu/ml of a bacterium that divides every 20 minutes,what will be the population density after five generations assuming the cells are in the log phase of growth?In which phase would you find the highest resource to bacterial cell ratio? Pick one Stationary Phase Log Phase Lag Phase Death PhaseYou sample cole slaw for bacteria soon after purchase, and after it has been left out on the kitchen counter for 6 hours (room temperature), and after 12 hours (at room temperature). From the data below, CALCULATE the generation time of the bacteria in this sample (at room temperature) – that is, the time it takes for the bacterial population to double in number. Soon after purchase: 4.0 x 103 bacteria per mlAt 6 hours at Room Temperature: 1.9 x 105 bacteria per ml ( = 192 x 103 bacteria per ml)At 12 hours at Room Temperature: 1.2 x 107 bacteria per ml ( = 12,300 x 103 bacteria per ml) What do you calculate the generation time to be? (generation time is the time needed for the population to double in size ) Hint: What is double the initial population? Hint:…