A population of bacteria is changing exponentially according to the function below. How can you describe the bacteria population? select all possible correct answers.
B(t)=1200(0.99)^8t + 6
Answers:
A) The population is decaying
B) The population is growing
C) The population is approaching a constant value
D) The population is negative

Question

A population of bacteria is changing exponentially according to the function below. How can you describe the bacteria population? select all possible correct answers. 
B(t)=1200(0.99)^8t + 6
Answers: 
A) The population is decaying 
B) The population is growing
C) The population is approaching a constant value
D) The population is negative

campbell_st · Answer

is the function 
1. 
$$B(t) = 1200(0.99)^{8t} + 6$$

or

2. 

$$B(t) = 1200(0.99)^{8t + 6}$$

er.mohd.amir · Answer

since .99^8t which t is positive then its reduce every time so function is decrease