Answer:
29
Explanation:
Central limit theorem states that as a sample being studied grows larger the sampling distribution of samplings means tends to a more normal distribution. This is regardless of the shape of the population.
This holds true usually if the population size is n is equal or greater than 30 (that is greater than 29). It does not matter if the population is skewed or normal.
So with a sufficiently large population the means of each item will be the same as the population mean.
<span>The AICPA rules would enforce that he is not allowed to join the board since he would be considered a firm professional. This would prevent a conflict of interest where he would serve as a director of a client. The AICPA is the American Institute of Certified Public Accountants.</span>
Answer:
$4,714
Explanation:
Given that,
Cost of equipment = $58,750
Equipment was subject to depreciation of $6,964 for 2018 and 2019.
Sale value of equipment = $56,500
Net book value = Cost of equipment - Depreciation
= $58,750 - $6,964
= $51,786
Capital gain = Net book value - Sale value
= $51,786 - $56,500
= $4,714
Therefore, the Marquez recognize a gain of $4,714 on the sale of the equipment.
Answer: Yes, it's beneficial
Explanation:
Comparative advantage is the ability of a nation to produce goods at a lower opportunity cost when compared to its trading partners. A comparative advantage allows a firm sell its product at a lower price and make more sales.
In comparative advantage, the nation might not necessarily be the best at producing a particular good but it has a low opportunity cost in the production of the good for other nations to import. Comparative advantage leads to specialisation and enhances economic growth.
For example, if France can produce cheap grapes and Italy can produce cheap tomatoes, France should stop producing tomatoes and Italy should stop producing grapes. France should focus on the production of grapes while Italy should focus on tomato production. This will lead to more income for both economies since there is productive efficiency.