Each of the functions in the table below is increasing, but each increases in a different way. One is linear, one is exponential, and one is neither.

The formula for the exponential one is $\ldots(\ldots)^{t}$Round your second answer to 2 decimal places.

Question

Each of the functions in the table below is increasing, but each increases in a different way. One is linear, one is exponential, and one is neither.
  
The formula for the exponential one is $\ldots(\ldots)^{t}$Round your second answer to 2 decimal places.

Quizplus · Accepted Answer

The Answer of Each of the functions in the table below is increasing, but each increases in a different way. One is linear, one is exponential, and one is neither.
  
The formula for the exponential one is $\ldots(\ldots)^{t}$Round your second answer to 2 decimal places.

Each of the Functions in the Table Below Is Increasing …(…)t\ldots(\ldots)^{t}…(…)t

Each of the Functions in the Table Below Is Increasing $\ldots(\ldots)^{t}$