Answer:
<u>e. owners of sole proprietorships can lose all their personal assets if the business is sued or fails.</u>
Explanation:
<em>Remember</em>, in a sole proprietorship form of business ownership, the owner's personal assets are not usually separated from the business since the business isn't viewed as a separate legal entity.
Hence, in a case where the business incurs liability or sued/fails, <u>the owner's personal assets can be targeted in the lawsuit and may lead to loss of </u><u>all their personal assets.</u>
Answer:
(A) 11.3% (B) $430,000
Explanation:
There seems to be an error in the compounding equation written as A(t) = 50,000(1.055)2t.
Compounding the semi annual return, the equation should be

where t is the number of years.
The equation is similar to the first expected that 1.055 is raised to the power of (2t) and not multiplied by it.
(A) Compounding at 5.5% semi-annually, the equivalent annual growth rate is computed as follows.
= 
= 1.113025 - 1
= 0.113025 = 11.3025%
= 11.3% (to the nearest tenth of a percent).
(B) In 20 years, the investment will be worth
(where t=20)
= 
= 
= 50,000 * 8.5133
= $425,665
= $430,000 (to the nearest ten thousand dollars)
Answer:
The correct answer is letter "A": utilitarianism.
Explanation:
Utilitarianism is a term used in philosophy, economics, and law. It is a moral concept that explains that individuals are constantly looking for maximizing pleasure while avoiding any kind of harm. <em>This theory states is based on the belief that the greatest should be given for the greatest amount of people.</em>
British Economist John Stuart Mill (1806-1873) is one of the most relevant characters who promoted that idea.
When a person has a marginal tax bracket of 35%, their taxable equivalent yield to a municipal bond is 6%.
<h3>What is the taxable equivalent yield?</h3>
It can be found by the formula:
= Municipal bond / ( 1 + tax rate)
Solving gives:
= 3.9% / ( 1 - 35%)
= 3.9% / 0.65
= 6%
In conclusion, a 6% return would be an appropriate taxable equivalent yield.
Find out more on municipal bonds at brainly.com/question/25656290.