I need hellp with the next problem it is just one, If you could write on a computer instead of a pencil it would be incredible

The problem posed must be solved by means of the relation: AV = ????V

You will have to perform the necessary calculations (it is an iterative problem) until you verify that the population ???? is less than the population ????.

Problem: In an investigation on the use of transportation for the population, the following was found: When the investigation begins "x" people use public transport, which we will call population "H".

While "and" people prefer to use private transport (their car), which we will call "G" population.

Given that there are environmental contingencies, the situation where the transition probabilities occur per month is presented as follows:

15 percent of the "G" population will leave their private transportation to use public transportation, while 5 percent of the "H" population will leave public transportation to use the private transportation.

Suppose that at the beginning of the study the population G = 175000 and the population H = 25000.

Answer back:

a) What will the growth of the "H" population be each month?

b) At how many months, for the first time, the population "G" will be less than the population "H"?

I put it in image also

The problem posed must be solved by means of the relation: AV = 1V You will have to perform the necessary calculations (it is an iterative problem) until you verify that the population G is less than the population H. Problem: In an investigation on the use of transportation for the population, the following was found: When the investigation begins "x" people use public transport, which we will call population "H". While "and" people prefer to use private transport (their car), which we will call "G" population. Given that there are environmental contingencies, the situation where the transition probabilities occur per month is presented as follows: 15 percent of the "G" population will leave their private transportation to use public transportation, while 5 percent of the "H" population will leave public transportation to use the private transportation. Suppose that at the beginning of the study the population G = 175000 and the population H = 25000. Answer back: a) What will the growth of the "H" population be each month? b) At how many months, for the first time, the population "G" will be less than the population "H&quot