Math, asked by elizasalanga01, 9 hours ago

The exponential growth model A-511,000e0.32t describes the population of a certain bacteria in thousands t years after 2016.. what is the population of the bacteria in 2016

Answers

Answered by anuraganuragchaudhar
0

His has fallen. He lives with a friend

Answered by sharkyl517
0

Answer:

Step-by-step explanation:

The exponential growth model A = 511,000e0.32t describes the population of a certain bacteria in thousands, t years after 2016.

What is the population of the bacteria in 2016?

 Answer/Solution: Consider 2016 as t=0 and then solve A, the population of a certain bacteria.

                           A = 511,000e0.32t

                           A = 511,000e0.32(0)                    Substitute t with t = 0

                           A = 511,000e0                                                              

                           A = 511,0000                                                    e0  = 1                                        

                           A = 511,000(1)

                           A = 511,000

             Therefore, the population of a certain bacteria in 2016 was 511,000.

Similar questions