20 pts. Solve, perhaps using a Python/Pulp, Julia/JUMP program, the follow- ing problem: a consulting company estimates its business for the next six months, in hours, at 6000, 7000, 8000, 9500, 11000, 9000 hours, re- spectively. Currently the company employs 50 consultants, each at 160 hours/month, paid 2000 euros/month. To meet demand, company must recruit and retain new consultants. Training takes one month and de- mands 50 hours of supervision from an existing consultant. During train- ing, trainees are paid 1000 euros. 10% of the trainees don't make it as consultants (if this number is not integral, e.g. 14.2, round up to 15) Firing someone incurs a cost of 1000 euros. Plan the activity to meet the demand and incur the minimum cost. If you solve the problem using a computer program you should send both a writeup (which explains how you model the problem and the result you got) and the source code of the program. 20 pts. Solve, perhaps using a Python/Pulp, Julia/JUMP program, the follow- ing problem: a consulting company estimates its business for the next six months, in hours, at 6000, 7000, 8000, 9500, 11000, 9000 hours, re- spectively. Currently the company employs 50 consultants, each at 160 hours/month, paid 2000 euros/month. To meet demand, company must recruit and retain new consultants. Training takes one month and de- mands 50 hours of supervision from an existing consultant. During train- ing, trainees are paid 1000 euros. 10% of the trainees don't make it as consultants (if this number is not integral, e.g. 14.2, round up to 15) Firing someone incurs a cost of 1000 euros. Plan the activity to meet the demand and incur the minimum cost. If you solve the problem using a computer program you should send both a writeup (which explains how you model the problem and the result you got) and the source code of the program