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You work for a manufacturer of steel beams that will be used in construction of a heavily used bridge.  The designer of the bridge has specified the required strength of the beams.  Your job is to set-up a statistical analysis of the beam strength.  Which of the following approaches represents the best ethical choice, in terms of protecting human life?Group of answer choicesMeasure the strength of the first 10 beams manufactured, and if they are all meeting the specification, continue with the project.Measure the strengths from a random sample of the beams, and set-up a hypothesis test, with the null hypothesis that the beams meet the specifications. Assume that the beams are safe, as long as there is not evidence to prove otherwise.Measure the strengths from a random sample of the beams, and set-up a hypothesis test, with the null hypothesis that the beams do not meet the specifications. Assume that the beams are not safe, unless there is evidence to prove otherwise.

Question

You work for a manufacturer of steel beams that will be used in construction of a heavily used bridge.  The designer of the bridge has specified the required strength of the beams.  Your job is to set-up a statistical analysis of the beam strength.  Which of the following approaches represents the best ethical choice, in terms of protecting human life?Group of answer choicesMeasure the strength of the first 10 beams manufactured, and if they are all meeting the specification, continue with the project.Measure the strengths from a random sample of the beams, and set-up a hypothesis test, with the null hypothesis that the beams meet the specifications. Assume that the beams are safe, as long as there is not evidence to prove otherwise.Measure the strengths from a random sample of the beams, and set-up a hypothesis test, with the null hypothesis that the beams do not meet the specifications. Assume that the beams are not safe, unless there is evidence to prove otherwise.

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Solution

The best ethical choice, in terms of protecting human life, would be to "Measure the strengths from a random sample of the beams, and set-up a hypothesis test, with the null hypothesis that the beams do not meet the specifications. Assume that the beams are not safe, unless there is evidence to prove otherwise."

This approach is the most cautious and places the highest priority on safety. By assuming that the beams do not meet the specifications until proven otherwise, you are ensuring that only beams that have been proven to meet the strength requirements are used. This reduces the risk of a weak beam being used in the construction of the bridge, which could potentially lead to a catastrophic failure.

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