what is covid-19 growth rate and doubling time

Question

i know the answer and will provide. We want to look at the geometric progression base, b in the equation total cases=Kb^(n-1)

recall, an arithmetical progression has adjacent terms subtracting to the same constant, and geometric progressions (sequences with indices noting unit, for example day to day, increases) the division of adjacent terms are constant creating exponential growth.

Answer 1

I have posted two files in wyzant "toolkit" "wyzant resources""files"

which delve into the way to approach problem. For any specific

area in geography these files can help to calculate b, the base

of exponentiation and once b is calculated how to relate that

to doubling times.