Final answer:
The equations can be classified as either exponential decay or exponential growth.
Step-by-step explanation:
The equation represents exponential decay when the value inside the parentheses is less than 1, causing the output to decrease over time. On the other hand, if the value inside the parentheses is greater than 1, it represents exponential growth.
Using this information, we can determine the classification of each equation:
- A = (0.97)^t - Exponential decay
- y = 3.7(0.2)^t - Exponential decay
- y = 9/11(4)^t - Exponential growth
- P = 7/9(5/4)^t - Exponential growth
- V = 0.8(9)^t - Exponential growth
- P = 0.9(8.3)^t - Exponential growth
- g(x) = 2.1(x) - Not an exponential function