A dentist has asked his assistant to perform a cleaning on a…
A dentist has asked his assistant to perform a cleaning on a patient. The assistant has observed many cleanings and she’s confident she can do a good job. But the assistant is not licensed to carry out a cleaning and she points this out to her boss. The dentist offers her $30 cash on the side and the assistant accepts the arrangement. The assistant performs the cleaning and the procedure goes smoothly. The patient has no idea what’s happened and is satisfied with the office visit. Fully explain and apply utilitarianism to this particular situation. Was it OK for the dentist and assistant to treat the patient this way? Describe how utilitarianism works in general and address factors that would be important according to this view. Write your answer in full sentences.
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Watch the following video: https://www.youtube.com/watch?v=BwHX2DLr4EI Describe how Komodo dragons hunt. What would fans of the problem of evil say about this kind of thing happening in nature? Do they think a perfect God would create a world with this sort of event? Be sure to address the main parts of the problem of evil, including its conclusion. Then, present an objection to the problem of evil from this course and discuss how this might explain why a perfect God would design a world this way. (Note: You don’t have to agree with the objection or the explanation. This assignment involves thinking about events from the perspective of people who accept or reject the problem of evil.) Write your answer in full sentences below.
Read DetailsTina, a PR professional with Weber Shandwick, developed a ca…
Tina, a PR professional with Weber Shandwick, developed a campaign to encourage college seniors to use LinkedIn for their job searches. As she plans the campaign, she is focusing on having measurable results. In doing so, she is applying the concepts of the ________.
Read DetailsProblem #1 The below structure has circular cross sections…
Problem #1 The below structure has circular cross sections, is non-rotating, and made from 1020 cold rolled steel. It experiences a fully reversed torsion and a repeated axial force. The torsion varies from -150Nm and +150Nm. The axial force varies from 0 and 12kN.D = 30 mm, d = 25 mm, r = 1.5 mm. The notch sensitivity for the torsional load is qt = 0.62 and the notch sensitivity for the axial load is qa = 0.60.The material is room temperature and made with a reliability of 99%. The kc fatigue strength correction factor should be taken as 0.7. The item is polished so ka should be taken as 1.Do a fatigue failure analysis considering the point of analysis labeled in the figure. The analysis should consider strength at infinite life.All static stress concentration factors should be found to the closest 0.05 from the graphs provided in Appendix C of your textbook.All dynamic stress concentration factors should be found to 3 significant figures from the provided equations as a function of the given notch sensitivity.After accounting for stress concentration factors, what is the magnitude of the alternating component of the stress in the x direction in units of MPa?[altx]MPa After accounting for stress concentration factors, what is the magnitude of the alternating component of the stress in the z direction in units of MPa?[altz]MPa After accounting for stress concentration factors, what is the magnitude of the mean component of the stress in the x direction in units of MPa?[meanx]MPaAfter accounting for stress concentration factors, what is the magnitude of the mean component of the stress in the z direction in units of MPa?[meanz]MPaWhat is the distortion energy result for the alternating components at the point of analysis in units of MPa?[vonMisesa]MPaWhat is the distortion energy result for the mean components at the point of analysis in units of MPa?[vonMisesm]MPaGiven that ka = kd = 1; ke = 0.814; kc = 0.7 please find the corrected fatigue strength in units of MPa. Please note that kb cannot be assumed to be 1 and should be found for the non-rotating structure.[Se]MPaWhat is the factor of safety for infinite life?[N]
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