Reference no: EM131102983
LA1
Scenario: Company A has been approached by the Ozland government to consider manufacturing and selling a pesticide called Grow 2 in Ozland. Grow 2 is a very effective, low cost way to eliminate pests and thus, substantially increase crop production and crop yields per acre. Ozland has a high % of poverty and hunger among its fast-increasing population and desperately needs to produce more food. Use of pesticides is the lowest cost and fastest way to increase crop production and yields.
Pesticides are heavily regulated in the US. It is illegal to sell Grow 2 in the US, as it has been proven to increase the risk of cancer in humans after long term exposure, and to create potential danger to livestock and others animals contacting or eating products treated with Grow 2.
There are no laws regulating manufacture or sale of any pesticides in Ozland, so Grow 2 could be manufactured and/or sold in Ozland legally and at a high profit for Company A.
A has to decide whether to manufacture and sell Grow 2 in Ozland.
1. Define the either/or dilemma A faces. Refer to Student Toolbox in Content in the Course Resources module for examples and info, i.e., Dilemma: A can either.........................................with the possible result that......., or A can ...... with the possible result that.............
2.Which 1 ethical theory discussed in the assigned materials would be the best approach/guide for A in making the decision whether to manufacture and sell Grow 2 in Ozland? Why?
LA2
Refer again to the LA 1 scenario and answer the following:
1. Assume you are an employee stakeholder of Company A. Identify 3 moral values/ethical issues that you as an employee would want Company A to consider in its decision whether to sell Grow 2 to Ozland and discuss/explain why these 3 values/issues are important to the decision. (3 separate paragraphs)
2. What decision would you recommend Company A make in this case and why?
Address ethical theory(ies) to justify your decision and consider the consequences for, and interests of, both A and Ozland in the decision whether to sell Grow 2 to Ozland. There is not a correct/incorrect answer, as there are valid arguments for either decision.
Service deliver to erica
: At work one day, Erica Franz received 36packages. Speedy Delivery delivered three three times as many as Ralph's Express, while Ralph's Express delivered four more than Send Quick Package Service. How many packages did each service deliver to Erica..
|
Find a presentation of interest on ted
: Find a presentation of interest on TED and critique its content, visuals, and the presenter's skills (if applicable). Use this week's lecture to aid your analysis. Cite the presentation in your post, and document it in APA style
|
Centigram of active ingredient
: An insecticide contains 90 centigrams of inert ingredient for every 1 centigram of active ingredient. If a quantity of the insecticide weighs 728 centigrams, how much of each type of ingredient does it contain?
|
Explain whether the resistance to change was caused
: Explain whether the resistance to change was caused by an internal or external factor. Using Kotter's theory for change, provide a plan for overcoming that resistance. What will be done and how will you know that the plan has worked?
|
Ozland government to consider manufacturing
: Scenario: Company A has been approached by the Ozland government to consider manufacturing and selling a pesticide called Grow 2 in Ozland. Grow 2 is a very effective, low cost way to eliminate pests and thus, substantially increase crop productio..
|
How many did she have for tranquilizers
: A pharmacist found at the end of the day she had 5/3 as many prescriptions for antibiotics as tranquilizers. She had 24 prescriptions altogether. How many did she have for tranquilizers?
|
Discuss-comment and organize your thoughts
: There is one question in this exam. Your answer should be around 2000 words (4 Word pages). Your answers should be clear, precise, and to the point.
|
Are the sample means still non-normally distributed
: Are the sample means still non-Normally distributed? How does the sampling distribution of the sample mean change as you increase the sample size
|
How are the key publics that agency where you work
: How are the key publics that agency where you work or plan to work deals with? How effective is your agency's current communication with the various publics you deal with? Draw from your outside readings to give examples of what you could do to m..
|