A. The purpose of a measure of center is to indicate where the center or most typical value of a data set lies. B. The purpose of a measure of center is to indicate how far apart the lowest and highest values in a data set are. C. The purpose of a measure of center is to indicate where atypical values of a data set lie. D. The purpose of a measure of center is to indicate the shape of a distribution.

Population decay where rate of decay is proportional to the population present

Step-by-step explanation:

Given that

Here N (t) represents the population or amount of bacteria present at time t.

N0 represents the initial population or N(0)

Since e has negative exponent, there is population decay and not expansion.

l, the coefficient of t in the exponent of e is the factor which represents the rate of decay

Whenever decay is proportional to the population present at that time, we get this equation.

N'=-lN

Separate the variables and integrate to get