A certain bacteria population triples each minute. Suppose you begin with a single bacteria cell. a. Create a table of values to show the population of bacteria at the end of each minute for the first 5 minutes of growth. b. Graph the data from your table using the desmos graphing calculator. (insert below). c. Is the population of bacteria growing linearly or exponentially? Explain.

Use the table to determine if the pattern of change is linear or exponential. If the change is linear, identify and interpret the constant rate of change. If the change is exponential, identify the common ratio and interpret the percent change. Some patterns of change may not have an exact common ratio. In these cases, approximate the ratio. The air pressure in the cabin of fighter jet decreases as the plane ascends. Air Pressure in Altitude in 10,000 of feet pounds per square inch 1 2 3 4 10.200 6.375 3.984 2.490 O A. The change is linear. The constant rate of change is 0.0003825. B. The change is exponential. The common ratio is about 0.625. O C. The change is exponential. The common ratio is about 1.6. O D. The change is linear. The constant rate of change is about -3.825. Interpretation: O A. The air pressure decreases 0.625 pounds per square inch per 10,000 feet of altitude.

dates, fixes, and improvements, choose Check for Updates. Solve the following: #1: A city has been losing population. In the 1990 census it decreased by 15% from the 1980 census which showed that the city had 1.2 million people. If the percent of decline is expected to continue predict the population, create a table of values for the population in 1990, 2000, 2010 and 2020. What function would generate this table? Year 1990 2000 2010 2020 Population Pop = %3D #2: Another city showed the exact opposite, its population was increasing by 15%. If in 1980 it also had 1.2 million people create a table of values for the population in 1990,2000, 2010 and 2020. What function would generate this table?

For the data given in the table below, tell whether the graph is likely to be best represented by a linear model, a quadratic model, or neither. Let x repesent the number of years since 2000. If there is a trend, predict the number of natural disasters in 2016. 2003 2005 Year Number of natural disasters (in thousands) 2000 114.7 2001 83.8 2002 82.3 64.2 2004 77.0 Select the correct choice below and, if necessary, fill in the answer box to complete your choice. 66.5 2006 98.5 O A. The graph is best represented by a linear model. The linear equation is The number of natural disasters in 2016 is The number of natural disasters in 2016 is OB. The graph is best represented by a quadratic model. The quadratic equation is O c. Neither a linear nor a quadratic model can best represent the graph of this data.