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One day you walked over to the aircraft delivery center at the back of the manufacturing facility to meet your friend from engineering, who is
One day you walked over to the aircraft delivery center at the back of the manufacturing facility to meet your friend from engineering, who is interning there. Your friend was still working on a problem they had at the delivery center. Quality was an issue during the delivery. The costumer picked up quality issues on the aircraft and Airbus has to pay liquidation damages to the costumer. You decided to help you friend before heading out to lunch. On average, the failure cost can be modelled by this equation: y=-2663x + 27076, where x is the hours of post production rework & inspection y is the cost in USD. As for prevention cost, use this: y=1250x+2500, where x is the hours of post production rework & inspection. y is the cost in USD. Assume prevention cost is linear. E) 1. Given these data from the manufacturing facility, find the optimum quality and cost associated with it. (10 points) 2. The prevention cost equation has been modelled as a linear equation, but in reality, it is more asymptotic in nature. Why do you think that is the case? What relation does this have to do with perfect" quality. (10 points) One day you walked over to the aircraft delivery center at the back of the manufacturing facility to meet your friend from engineering, who is interning there. Your friend was still working on a problem they had at the delivery center. Quality was an issue during the delivery. The costumer picked up quality issues on the aircraft and Airbus has to pay liquidation damages to the costumer. You decided to help you friend before heading out to lunch. On average, the failure cost can be modelled by this equation: y=-2663x + 27076, where x is the hours of post production rework & inspection y is the cost in USD. As for prevention cost, use this: y=1250x+2500, where x is the hours of post production rework & inspection. y is the cost in USD. Assume prevention cost is linear. E) 1. Given these data from the manufacturing facility, find the optimum quality and cost associated with it. (10 points) 2. The prevention cost equation has been modelled as a linear equation, but in reality, it is more asymptotic in nature. Why do you think that is the case? What relation does this have to do with perfect" quality. (10 points)
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