Course: INEN 3710 - Work Measurement Lab 1 Instructions: Solve the following case and build Pareto Chart. A factory has 10 departments, all of which have quality problems leading to delays in shipping products to customers. A breakdown of the number of quality problems for each department (listed alphabetically) is as follows: (1) assembly, 16; (2) final packaging, 9; (3) finishing, 37; (4) forging, 73; (5) foundry, 362; (6) machine shop, 294; (7) plastic molding, 120; (8) receiving inspection, 124; (9) sheet metalworking, 86; and (10) tool-making, 42. A. Construct a Pareto chart for this data using Minitab. B. Assuming that all quality problems are of equal value, in which department would you start to take corrective action to reduce the quality problems? C. Determine the percentage of total quality problems that are attributable to the two departments (20% of the departments) with the most quality problems. D. Using your answer to part (c) determine the parameter A representing the Pareto cumulative distribution. Use 20% of the departments as the x value in your computations. E. Construct the idealized Pareto chart based on your answer to part (d) and discuss the comparison between this idealized chart and the actual data in the previous problem. Use a spreadsheet program to calculate the data. Course: INEN 3710 - Work Measurement Lab 1 Instructions: Solve the following case and build Pareto Chart. A factory has 10 departments, all of which have quality problems leading to delays in shipping products to customers. A breakdown of the number of quality problems for each department (listed alphabetically) is as follows: (1) assembly, 16; (2) final packaging, 9; (3) finishing, 37; (4) forging, 73; (5) foundry, 362; (6) machine shop, 294; (7) plastic molding, 120; (8) receiving inspection, 124; (9) sheet metalworking, 86; and (10) tool-making, 42. A. Construct a Pareto chart for this data using Minitab. B. Assuming that all quality problems are of equal value, in which department would you start to take corrective action to reduce the quality problems? C. Determine the percentage of total quality problems that are attributable to the two departments (20% of the departments) with the most quality problems. D. Using your answer to part (c) determine the parameter A representing the Pareto cumulative distribution. Use 20% of the departments as the x value in your computations. E. Construct the idealized Pareto chart based on your answer to part (d) and discuss the comparison between this idealized chart and the actual data in the previous problem. Use a spreadsheet program to calculate the data