exponential growth equation in matlab

Use the exponential growth equation to understand how it spreads

Coronavirus, and also in order to understand a number

Potential casualties on a specific day. If we come back

The exponential growth equation, what we're interested in knowing is

The growth rate of the virus and what are the factors

Associated with it which will only be two factors - from

The door to simplification. These factors are the average

For people who will be met by an infected person

Virus every day and let's call this factor the symbol

E, and the probability that each exposure leads to an injury

Let's call this factor a symbol. Hence and for

Predict the number of people infected with the Coronavirus

Day

What, we can use the exponential growth equation as

Follows:

No = (1 + E.p) ºn.

+

Na = (1 + E.p) ºn.

d

The symbol Nd represents the number of people infected with a virus

Corona has a day, and the symbol NO represents the number of people

Infected with the virus when the expectation begins, and in this state

Suppose it is March 6, and that means the number of infections

Outside China, there are 21,395 injuries. The last one represents the fish

E.p growth rate, which will be taken to be equal

The value of 1.15 is approximately equal to the rate value

Virus-specific real growth.

Now suppose the current growth rate will remain at

His condition, and let's try to calculate the number of possible infections

Outside China, we consider March 6 as the date

For a start, when using the exponential growth equation

And enter all available information about the virus

On this date, the first thing we'll notice is

Injuries will increase at a rate of 10 times every 16 days

That number

[James Tursa]

What have you done so far? What specific problems are you having with your code?

[mohammed jaleel]

I don't know where to start !!

They asked my daughter to search and she asked for my help

Answer 1

[Jesús Zambrano]

It will be difficult to help you by starting from scratch here. I can refer you this implementation of COVID-19 modeling so you can read it and get inspiration for your particular implementation:

COVID-19 Modeling - File Exchange - MATLAB Central (mathworks.com)

Hope it helps!

[mohammed jaleel]

Thanks a lot