Exponential Functions Unit REVIEW

Last updated almost 2 years ago

25 questions

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Required

1

Exponential Functions Unit REVIEW

Exponential Functions Unit REVIEW

What is the range for this function?

What is the domain for this function?

What is the asymptote of this graph?

What is the y-intercept of this graph?

Is this an example of exponential growth or decay?

Sophie invested $5000 into an account that will increase in value by 2.3% each year.
Write a function to model this situation.

Which function(s) represents exponential decay.
May be more than one.

Jack bought a new car in 2014 for $28,000. If the value of the car decreases by 14% each year, write an exponential equation model for the value of the car in 2018.

A baseball card that was valued at $200 in 1980 has increased in value by 7% each year. Write a function to model what the value of the card would be in 2017.

Which exponential function represents the graph below?

Which exponential function matches the data shown?

What is the range of the function below?

What is the domain of the function below?

Find the equation that that best fits this data.

First find the equation for this set of exponential data.

Then find the value of the stock in the year 2025.

What is the range for this function?

What is the domain for this function?

What is the asymptote for this function?

What is the asymptote for this function?

What is the asymptote for this graph?

What is initial amount from this function?

This is a table showing population in Texas in millions.

Find an estimate of the population in 2020 based off this table.

The original value of an investment is $1,800.
If the value has increased by 7% each year, write an exponential function to model the situation.

Manny bought a brand new car in 2012 for $28,750. The car depreciates by 12% each year. Write an exponential function to model the situation.

First find the equation from this data.

Then evaluate that function at the x value of -8.

When x= -8, y =______

Exponential Functions Unit REVIEW

Exponential Functions Unit REVIEW

What is the range for this function?

What is the domain for this function?

What is the asymptote of this graph?

What is the y-intercept of this graph?

Is this an example of exponential growth or decay?

Sophie invested $5000 into an account that will increase in value by 2.3% each year. Write a function to model this situation.

Which function(s) represents exponential decay.May be more than one.

Jack bought a new car in 2014 for $28,000. If the value of the car decreases by 14% each year, write an exponential equation model for the value of the car in 2018.

A baseball card that was valued at $200 in 1980 has increased in value by 7% each year. Write a function to model what the value of the card would be in 2017.

Which exponential function represents the graph below?

Which exponential function matches the data shown?

What is the range of the function below?

What is the domain of the function below?

Find the equation that that best fits this data.

First find the equation for this set of exponential data. Then find the value of the stock in the year 2025.

What is the range for this function?

What is the domain for this function?

What is the asymptote for this function?

What is the asymptote for this function?

What is the asymptote for this graph?

What is initial amount from this function?

This is a table showing population in Texas in millions. Find an estimate of the population in 2020 based off this table.

The original value of an investment is $1,800. If the value has increased by 7% each year, write an exponential function to model the situation.

Manny bought a brand new car in 2012 for $28,750. The car depreciates by 12% each year. Write an exponential function to model the situation.

First find the equation from this data. Then evaluate that function at the x value of -8. When x= -8, y =______

Sophie invested $5000 into an account that will increase in value by 2.3% each year.
Write a function to model this situation.

Which function(s) represents exponential decay.
May be more than one.

First find the equation for this set of exponential data.

Then find the value of the stock in the year 2025.

This is a table showing population in Texas in millions.

Find an estimate of the population in 2020 based off this table.

The original value of an investment is $1,800.
If the value has increased by 7% each year, write an exponential function to model the situation.

First find the equation from this data.

Then evaluate that function at the x value of -8.

When x= -8, y =______