Exponential Functions: Introduction (QZ)

Which of the following statements best describes the table?

• This is a linear function because the rate of change is constantly adding by 2.5.

• This is an exponential function because the rate of change is constantly multiplying by 2.5.

• This is a linear function because the rate of change is constantly adding by 1.25

• This is an exponential function because the rate of change is constantly multiplying by 1.25.

Which of the following statements best describes the table?

• This is a linear function because the rate of change is constantly adding by 2.

• This is an exponential function because the rate of change is constantly multiplying by 2.

• This is a linear function because the rate of change is constantly adding by 8.

• This is an exponential function because the rate of change is constantly multiplying by 8.

Which of the following statements best describes the table?

• This is a linear function because the rate of change is constantly adding by 5.

• This is an exponential function because the rate of change is constantly multiplying by 5.

• This is a linear function because the rate of change is constantly adding by 6.

• This is an exponential function because the rate of change is constantly multiplying by 6.

Which of the following statements best describes the table?

• This is a linear function because the rate of change is constantly adding by 6.

• This is an exponential function because the rate of change is constantly multiplying by 3.

• This is a linear function because the rate of change is constantly adding by 3.

• This is an exponential function because the rate of change is constantly multiplying by 1.5.

Which of the following statements best describes the table?

• This is a linear function because the rate of change is constantly adding by 5.

• This is an exponential function because the rate of change is constantly multiplying by 5.

• This is a linear function because the rate of change is constantly adding by 60.

• This is an exponential function because the rate of change is constantly multiplying by 60.

Which of the following equations correctly describes the table?

• $y=2^x$

• $y=2x$

• $y=2\cdot2^x$

• $y=2^x+2$

Which of the following equations correctly describes the table?

• $y=5\cdot5^x$

• $y=5^x$

• $y=5x$

• $y=5x+5$

Which of the following equations correctly describes the table?

• $y=2\cdot3^x$

• $y=3\cdot2^x$

• $y=3^x+2$

• $y=3x+2$

Which of the following equations correctly describes the table?

• $y=2^x+4$

• $y=2^x$

• $y=4\cdot2^x$

• $y=2x+4$

Which of the following equations correctly describes the table?

• $y=3x+18$

• $y=3^x+18$

• $y=18\cdot3^x$

• $y=6\cdot3^x$