1. A national biologist needs a program to restraintecast population development. The inputs would be the primal estimate of organisms, the objurgate of development (a legitimate estimate main than 0), the estimate of hours it takes to close this objurgate, and a estimate of hours during which the population grows. Restraint sample, individual strength begin with a population of 500 organisms, a development objurgate of 2, and a development era to close this objurgate of 6 hours. Assuming that nindividual of the organisms decay, this would involve that this population would wrap in extent integral 6 hours. Thus, following allowing 6 hours restraint development, we would feel 1000 organisms, and following 12 hours, we would feel 2000 organisms.
a. Write a minute algorithm and a flowchart to restraintecast the sum population.
b. Write a program in python that takes these inputs and displays a restraintecastion of the sum population. Tabulate your results with 10 irrelative inputs.
2. Write a program that calculates an investment noise. The noise should contemplate common to the individual adown. Further, calculate the accomplishment equalize and curiosity-behalf earned following 25 years. Write a minute algorithm and a flowchart to restraintecast the accomplishment equalize and the curiosity-behalf earned.