Question

In: Operations Management

Thomas Abramson is a quality control manager for Capitol-IZE Pharmaceutical Company, Inc. The company is headquartered...

Thomas Abramson is a quality control manager for Capitol-IZE Pharmaceutical Company, Inc. The company is headquartered and has its principal production facility in Indianapolis, Indiana. For several years, Capitol-IZE Pharmaceutical has been engaged in the research and development of a new cancer drug, Izerion. As part of the federal regulatory procedure for mass-marketing a new drug, Capitol-IZE Pharmaceutical applied to the Food and Drug Administration (FDA) for final approval of Izerion.

Yesterday, Abramson's supervisor informed him in somber fashion that the FDA had rejected the company's application for final approval of Izerion. Apparently, the FDA was concerned about serious side effects that manifested during the drug's clinical trials. Abramson's supervisor further advised him that next Monday Capitol-IZE Pharmaceutical is scheduled to go public with a press release concerning the FDA's rejection of Izerion.

Abramson is frantic. He owns approximately 6,000 shares of Capitol-IZE Pharmaceutical stock, and he knows that news of the FDA's rejection of Izerion will be disastrous to the company, its employees, and its shareholders. Capitol-IZE Pharmaceutical stock is currently valued at $47.50 per share, and news of the FDA's disapproval of Izerion will likely drive the stock down to one-half of its current value.

Abramson quickly runs the numbers on his calculator. A reduction of 50 percent of the stock's value would represent a personal loss of $142,500. Abramson's Capitol-IZE Pharmaceutical stock is his only retirement plan, aside from a modest pension he will receive from the company (assuming the company survives the announcement).

Abramson has a plan. Today, he will instruct his financial planner to immediately sell all 6,000 shares of his Capitol-IZE Pharmaceutical Company, Inc., stock. Abramson rationalizes his decision by assuring himself that anyone else in his position would do the same thing.

Is Thomas Abramson plan legal? Is it ethical?

Solutions

Expert Solution

                In order to determine the legality and ethicality of the case, let us first understand what security is. Security is a form of investment in an enterprise through which the individual expects a reasonable amount of profit earned mainly from the efforts of others. Securities and Exchange Commission (SEC) was prominently created to regulate the trade of securities to avoid any malpractices or fraudulent transactions, enforce the applicable securities laws and regulate the activities of other personnel such as securities brokers and dealers/consultants.

Insider trading is an aspect of SEC wherein an individual (executive or employee) trades for profit based on the internal information that is confidential. Misappropriation theory is when an individual who inappropriately acquires and uses the internal information for his/her profit . Thus, insider trading makes a person liable for his/her act. From this perspective, Thomas Abramson’s plan is absolutely illegal as he uses information about FDA rejection to make profit on his stock value.

Ethically speaking, Thomas Abramson is unethical in his act. According to Utilitarian ethical theory, an act is considered moral if it does greater good for a greater number of people. In this case, Abramson’s action was highly self-centered and his action does not do good to the people nor his employees nor the investors. His action to sell the stock before announcing FDA’s rejection is absolutely unethical and unfair professional code of conduct.

Note- If you like the answer, please provide an up-vote as it would be quite encouraging for me. Thank you.


Related Solutions

As an operation manager of a pharmaceutical company discuss the impact of service quality management on...
As an operation manager of a pharmaceutical company discuss the impact of service quality management on the organization performance
As an operation manager of a pharmaceutical company discuss broadly the impact of service quality management...
As an operation manager of a pharmaceutical company discuss broadly the impact of service quality management on the organization performance
As an operation manager of a pharmaceutical company discuss broadly the impact of service quality management...
As an operation manager of a pharmaceutical company discuss broadly the impact of service quality management on the organization performance
QUESTION 9 As part of quality control, a pharmaceutical company tests a sample of manufacturer pills...
QUESTION 9 As part of quality control, a pharmaceutical company tests a sample of manufacturer pills to see the amount of active drug they contain is consistent with the labelled amount. That is, they are interested in testing the following hypotheses: H0:μ=100H0:μ=100 mg (the mean levels are as labelled) H1:μ≠100H1:μ≠100 mg (the mean levels are not as labelled) Assume that the population standard deviation of drug levels is 55 mg. For testing, they take a sample of 1010 pills randomly...
The quality control manager at a computer manufacturing company believes that the mean life of a...
The quality control manager at a computer manufacturing company believes that the mean life of a computer is 97 months, with a variance of 81. If he is correct, what is the probability that the mean of a sample of 50 computers would differ from the population mean by more than 1.35 months? Round your answer to four decimal places.
The quality control manager at a computer manufacturing company believes that the mean life of a...
The quality control manager at a computer manufacturing company believes that the mean life of a computer is 109109 months, with a variance of 100100. If he is correct, what is the probability that the mean of a sample of 7171 computers would differ from the population mean by less than 3.373.37 months? Round your answer to four decimal places.
A quality control manager suspects that the quality of items that are manufactured on a Monday...
A quality control manager suspects that the quality of items that are manufactured on a Monday is better than that of items manufactured on a Wednesday. In a random sample of 400 items manufactured on a Monday, 370 were rated acceptable or better, and in a random sample of 300 items manufactured on Wednesday, 260 were rated as acceptable or better. Can you conclude that the true proportion of items rated acceptable or better is greater on Monday than on...
The quality control manager of Green Bulbs Inc. is inspecting a batch of energy saving compact...
The quality control manager of Green Bulbs Inc. is inspecting a batch of energy saving compact fluorescent light bulbs. When the production process is in control, the mean number of bad bulbs per shift is 6.0. The probability that any particular shift being inspected has less than 5.0 or more than 8.0 bad bulbs is _______________. Given that X is a normally distributed variable with a mean of 50 and a standard deviation of 2, the probability that X is...
A company produces tires for passenger cars. The quality control manager tells the company president that...
A company produces tires for passenger cars. The quality control manager tells the company president that the proportion of defects is less than 1%. A sample of 36 tires reveals a defect rate of 1.8%. Is there evidence that the quality control manager is lying? Use a .05 level of significance
Headquartered in the U.S., Merck is a leading multinational pharmaceutical company that does business in more...
Headquartered in the U.S., Merck is a leading multinational pharmaceutical company that does business in more than 100 courtiers. More than 50 per cent of its sales are made abroad and foreign sales are billed in local currencies. Merck spends large sums of money on research and development which is critical or enhances its competitive strength. A major concern for the management is that unexpected foreign exchange losses could curtail its research and development outlays which are essential for its...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT