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Problem 1. Option b. The CEAC finally makes it to Mars and sends 10 people there. The population grows at a rate of 1 person

Problem 1. Option b. The CEAC finally makes it to Mars and sends 10 people there. The population grows at a rate of 1 person every five years. Use the python "growth model" program to calculate and plot the population for 50 years. Now adjust the model for a disaster that occurs in year 20, in which all but 4 people die. Unfortunately, only females are left so NASA sends sperm to Mars to restart the population. NASA refuses to send any more people there because of the tragedy. Soon however, it becomes apparent that males are infertile on Mars. As the biosystems modeler, you must tell the community how many children each female must have in order to grow the population to 500 by the Martian year 500 (that is the slogan, 500 by 500). For example, you could specify that each female between the ages of 15 and 20 must have three children each. Remember that only one out of every two children is a female. You will need to set up a loop with some complexities. Also, write a paragraph on any bioethical issues that might arise and how the community should deal with them. Mark true if you figure all of this out, and put your code, graphs, and paragraph in the Assignment box or github repository.

I need a python code that can model this question.

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