1.1 Work breakdown structure. Element # Te Precedence Element # Te Precedence Element # Te Precedence 1 0.2 0 36 0.3 35 71 0.2 25,37 2 0.5 1 37 0.9 36 72 0.8 71 3 0.7 2 38 0.2 0 73 0.5 72 4 0.7 3 39 0.8 38,50 74 0.8 73 5 0.6 4 40 0.9 39,51 75 0.7 74 6 0.5 5 41 0.2 40 76 0.8 75 7 0.2 6 42 0.3 41 77 0.6 76 8 0.1 7 43 0.1 42 78 0.3 77 9 0.3 2 44 0.5 43,56 79 0.9 49,67 10 0.8 45 0.9 14 80 0.6 79 11 0.5 10 46 0.3 81 0.8 80 12 0.5 11 47 0.9 16 82 0.1 81 13 0.2 12 48 0.1 47 83 0.8 82 14 0.7 13 49 0.5 18 84 0.9 83 15 0.6 9 50 0.7 0 85 0.6 84 16 0.3 15 51 0.2 0 86 0.3 85 17 0.1 16 52 0.3 0 87 0.1 86 18 0.2 17 53 0.9 52 88 0.2 87 19 0.7 18 54 0.8 53 89 0.9 78,88 20 0.8 19 55 0.3 54 90 0.2 89 21 0.1 20 56 0.6 55 91 0.4 90 22 0.7 8,14,21 57 0.1 0 92 0.7 91 23 0.8 22 58 0.2 57 93 0.3 92 24 0.6 23 59 0.7 58 94 0.1 93 25 0.6 24 60 0.6 59,70 95 0.2 94 26 0.4 0 61 0.6 60 96 0.8 95 27 0.8 26 62 0.5 61 97 0.7 96 28 0.3 27 63 0.8 62 98 0.2 97 29 0.9 28 64 0.8 63 99 0.1 98 30 0.2 29 65 0.1 64 100 0.2 99 31 0.3 30 66 0.3 65 101 0.3 100 32 0.6 31 67 0.2 66 33 0.5 32 68 0.9 0 34 0.1 33 69 0.8 58 35 0.9 34 70 0.7 691. Question Attached to the second page is the work breakdown structure for the manual assembly of a commercial appliance. It is expected that this current model will be produced over the next the 5 years. The uptime efficiency at 90%. The repositioning efficiency is 90% and M= 1. 1. What is the maximum theoretical production rate of this line? 2. What is the balance efficiency for the theoretical case? 3. Suppose that the demand for the product was only 40 w/hour. What is the actual balance delay? 4. Using appropriate method of choice balance the line with a production rate of 40 w/hour. Answer the following: a) What is the number of stations required? b) How many workers will be needed? c) Determine the balance efficiency. d) Determine the balance efficiency. 5. Is it possible for this line to produce at a rate of 75 u/hour