In the given expression, the decaying factor is (0.9333)^t:
![m=7.71(0.9333)^t](https://img.qammunity.org/2023/formulas/mathematics/college/mnz6j3lozanbxn1ktfaguv1o130rhwjrl5.png)
Due to that factor, for each unit t increases, the expression is reduced to 0.9333 of the previous value. The relative difference between the previous value and the next one, is:
![1-0.9333=0.0667=6.67\%](https://img.qammunity.org/2023/formulas/mathematics/college/za7x7owkvoaw43dzy4r7odbznya03leq59.png)
Then, this equation models a decay of 6.67% per unit t. It could be a radioactive decay rate where the time is measured in years.
Therefore, the correct choice is: Option A) A radioactive decay of 6.67% per year.