The process of making chairs consists of five operations: cleaning, cutting, bonding, painting, and finishing. The standard timings of each operation is: 0.52, 0.48, 0.65, 0.41, and 0.55 minute. The througput yield of each process is 0.99. Assuming a demand of 700 chairs per week with 5 working days with 8 hours/day, a. Will the current process be able to meet the demand? What is the efficiency of the current process? b. If the process can be balanced without reducing any time, can it meet the demand? What would be the balanced standard time? c. What is the sigma level of the process The process of making chairs consists of five operations: cleaning, cutting, bonding, painting, and finishing. The standard timings of each operation is: 0.52, 0.48, 0.65, 0.41, and 0.55 minute. The througput yield of each process is 0.99. Assuming a demand of 700 chairs per week with 5 working days with 8 hours/day, a. Will the current process be able to meet the demand? What is the efficiency of the current process? b. If the process can be balanced without reducing any time, can it meet the demand? What would be the balanced standard time? c. What is the sigma level of the process