The table of values below represent an exponential function. Find the constant ratio of successive y-values. x y-28-1120181 272 40.5
A 30-gram sample of bacteria has some unknown disease that is killing the bacteria. The amount of bacteria is measured each day and the results are shown in the table. Number of Days (d)Amount of Bacteria in Grams (A)030128.5227.075325.72424.44523.21622.05What is the decay factor of this data?
Find the missing value for the exponential function represented by the table below.xy-221-114.7010.291 25.0421
When Anna was born 16 years ago, her small town of Lewisville had a population of 15,000. The population has increased 11% each year since then. What is the current population of this town?
On a graph, what characteristic shape is shown by exponential growth?
Find the missing values for the exponential function represented by the table below.xy-28-1120181 2
A 30-gram sample of bacteria has some unknown disease that is killing the bacteria. The amount of bacteria is measured each day and the results are shown in the table. Number of Days (d)Amount of Bacteria in Grams (A)030128.5227.075325.72424.44523.21622.05What is the decay factor of this data?
Find the missing values for the exponential function represented by the table below.xy-27-110.5015.751 2
Twenty years ago a small town in Texas had a population of 10,000. The population has increased 8% each year since then. What is the growth factor that would be used to solve this problem?
Find the missing values for the exponential function represented by the table below.xy-24-16091 2
Find the missing value for the exponential function represented by the table below. x y -2 29 -1 20.3 0 14.21 1 2 6.9629 Then select the graph that best fits the equation. Graph A Graph B

Which is NOT an example of an exponential function?
Find the missing values for the exponential function represented by the table below.xy-27-110.5015.751 2
Twenty years ago a small town in Texas had a population of 10,000. The population has increased 8% each year since then. Predict what the population of the town will be in 10 more years.
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