Problem Harold Finch is the owner of Finch Computer Parts which produces two types of video cards. The manufacture of each card requires processing on each of three machines with the following processing times in hours). Video Card Machine A B 1 1.5 3 2 2 2 3 2.2 1 Each machine is available 12 hours per day. The unit profit for video card A and B are $25 and $30 respectively. You want to determine the maximum daily profit from manufacturing these video cards. 1) The decision variables are; a) Number of machines for video cards A and for video cards B b) Capacity of the machines 1, 2, and 3 c) The number of video cards A and the number of video cards B to be produced d) Daily profit from producing video cards A and from producing video cards B Use symbols X and Y for decision variables to formulate the problem algebraically (below) and answer the questions 2) and 3). wany piunt non producing video cards A and from producing video cards B Use symbols X and Y for decision variables to formulate the problem algebraically (below) and answer the questions 2) and 3). 2) The objective function is: a) Min C =25X + 30Y b) Max P= 25X + 30Y c) Min C = 1.5X + 3Y d) Max P=2X + 2Y 3) A constraint on machine 2 is: a) 2x + 2Y > 12 b) 2x - 2Y = 12 c) 2X + 2Y 12 b) 2x - 2Y = 12 c) 2X + 2Y