Question

After studying the growing population of a certain species of fish, Dr. Goldthwait has determined that the population will grow

in such a way that the population each year will be 27 less than the square of the previous year's population. If he introduces
this species of fish to a new environment by placing a population of 15 fish, and the population grows according to his results
which of the following recursive formulas can be used to determine the number of fish that will be in the environment in the
future? Assume that the space for the population to grow is unlimited.
OA
NEXT = Now2 - 27 starting at 15
OB. NEXT = (NOW + 27) starting at 15
OC. NEXT = now? + 27 starting at 15
OD. NEXT =
(NOW - 27) starting at 15

Answer 1

The recursive formula NEXT = NOW^2 - 27, starting at 15, can be used to determine the number of fish that will be in the environment in the future.

Step-by-step explanation:

To determine the number of fish that will be in the environment in the future, we can use the recursive formula NEXT = NOW^2 - 27, starting at 15. This formula represents Dr. Goldthwait's findings that the population each year will be 27 less than the square of the previous year's population. Starting with a population of 15 fish, we can use this formula to calculate the population for future years.