NEWS understands the issues that they must overcome in terms of quality, speed, and controlling costs. NEWS believes that the analysis that your team has provided in the last three Excel modules has led to successful strategic plans. The NEWS BOD would like to understand the probability of this success before granting permission for the CEO to execute the plan. Data has been gathered on the last 50 process improvement program (PIP) projects that the NEWS BOD had approved. The BLUE columns describe whether the PIP was initially approved as a quality, speed, or cost control project, or combination. (1 = Yes) The GREEN columns describe the quality, speed, and $ results from each project. Regardless of how the PIP was initially chosen, the positive or negative results were gathered in terms of quality, speed, and $ at the end of the project. The RED column describes the BOD final determination of whether the PIP was successful or not; old BOD criteria was confidential. (1 = Yes) Question 1: Using the data given below, complete Task 1. The BOD would like to know the percentage of PIP projects completed per each category, since their short-term memory has hindered their ability to remember the percentage that began as an effort to overcome quality, speed, and cost issues. Also, briefly discuss the PIP success rate attributable to each type of PIP effort based on the BOD's confidential criteria shown only as success or failure Results. ANSWER: Question 2: Using the data given below, complete Task 2. NEWS is very proud of their PIP initiative and has briefed the press that their success rate is greater than 50%. Is this true? Explain. The BOD is very concerned about this next process improvement project decision. It is truly a make or break initiative for the company, and therefore a more conservative set of success criteria has been provided. Does the new criteria change the rate of success of past PIP initiatives? Given this probability of success, what recommendation would you make to the BOD? ANSWER: PIP Quality Speed Costs Combo Quality (Defective Free out of 1000) Speed (Reduction in Days) Project Cost over 5 Years Results 1 - 1 - 2 849 18 $ 18,786.00 1 2 1 1 1 7 969 25 $ (99,911.00) 1 Task 1: Calculate Basic Probability of each PIP 3 1 - - 1 375 14 $(127,462.00) 1 Determine the number of Quality, Speed or Costs projects using the COUNTIF function. 4 - 1 - 2 54 25 $ 180,987.00 - Highlight each BLUE column and use a criteria of 1 5 1 1 1 7 231 19 $ 141,891.00 - Divide the COUNTIF value by the total number of PIP projects which is 50 to determine % of each. 6 - 1 1 6 294 4 $(337,779.00) 1 Next determine the number of combination projects using the COUNTIFS function. 7 - 1 1 6 113 18 $ 359,480.00 - Again, Highlight each BLUE column now in question, and use a criteria of 1; divide value by 50 8 - 1 1 6 815 25 $(105,450.00) 1 Find probability of PIP success due to quality, speed or costs or combination using COUNTIFS and COMBO 1-7; divide value by 50 9 1 - - 1 75 8 $(358,460.00) 1 10 1 - 1 5 574 16 $ 204,531.00 - Count PIP Percentage PIP Success 11 1 - 1 5 581 4 $(423,775.00) 1 Quality (1) 12 1 - 1 5 476 13 $ 27,067.00 - Speed (2) 13 1 1 1 7 913 15 $ 183,020.00 1 Costs (3) 14 - 1 - 2 901 18 $(189,459.00) 1 Q & S (4) 15 - 1 - 2 461 16 $(440,744.00) 1 Q & C (5) 16 - - 1 3 907 16 $(121,543.00) 1 S & C (6) 17 1 1 1 7 113 7 $ 279,995.00 - Q, S, C (7) 18 1 1 - 4 836 14 $ 119,375.00 1 19 - 1 1 6 117 11 $ 258,624.00 - Task 2: Calculate Basic Probability Using new BOD Success Criteria 20 1 1 - 4 140 2 $ 490,621.00 - Find the probability of PIP success in Results using the COUNTIF function; divide value by 50 21 1 - - 1 486 12 $ (29,548.00) - PIP Success (OLD) = 22 1 1 - 4 693 21 $ 429,546.00 - 23 - 1 1 6 797 6 $ 321,394.00 - Given the criticality of this new decision, the BOD has provided conservative PIP success criteria to analyze past projects 24 1 - 1 5 640 1 $ 338,079.00 - Quality > 300 Defective Free per 1000 25 1 - 1 5 809 14 $ 127,488.00 1 Speed > 15 Days Reduced 26 1 - - 1 395 18 $(452,635.00) 1 Costs
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