Must be solved using MatLab.

4. ACME Trail Mix Company makes 5 types of trail mix. The table below shows how many ounces of peanuts, almonds walnuts, raisins, and M&Ms are required for each of the 5 mixes. If the warehouse reports that they have 100 lbs of peanuts, 70 lbs of almonds, 100 lbs of walnuts, 120 lbs of raisins, and 120 lbs of M&Ms. Your boss wants to know how many of each mix can be made given the amounts of the ingredients and the information in the table. You will need to write 5 simultaneous equations in terms of the unknown number of each mix. Call the mix types M1, M2, M3, M4, M5. Use five disp0 commands to display the system of 5 linear equations that would be used to solve for the unknowns. Then use MATLAB to output a vector called M_Totals that gives the number of full packages of each type of trail mix that can be produced Peanuts Almonds Walnuts Raisins M&Ms (oz) (oz) (oz) (oz) (oz) Mix3 Mix 2 Mix 3 Mix 4 Misst 4. ACME Trail Mix Company makes 5 types of trail mix. The table below shows how many ounces of peanuts, almonds walnuts, raisins, and M&Ms are required for each of the 5 mixes. If the warehouse reports that they have 100 lbs of peanuts, 70 lbs of almonds, 100 lbs of walnuts, 120 lbs of raisins, and 120 lbs of M&Ms. Your boss wants to know how many of each mix can be made given the amounts of the ingredients and the information in the table. You will need to write 5 simultaneous equations in terms of the unknown number of each mix. Call the mix types M1, M2, M3, M4, M5. Use five disp0 commands to display the system of 5 linear equations that would be used to solve for the unknowns. Then use MATLAB to output a vector called M_Totals that gives the number of full packages of each type of trail mix that can be produced Peanuts Almonds Walnuts Raisins M&Ms (oz) (oz) (oz) (oz) (oz) Mix3 Mix 2 Mix 3 Mix 4 Misst