Answer: Composition
Explanation:
The company owes $150,000 and would pay $0.50 on every dollar immediately.
The cash payment required of the company would therefore be:
= Amount of debt in $ - Amount to be paid per dollar.
= 150,000 * 0.5
= $75,000
Timing of payment is immediately.
A composition refers to an agreement between a debt and its creditors that would allow it to pay off part of its debt in lieu of the total value. This is usually done when the debt risks being insolvent or bankrupt but can still pay off part of its debt.
The agreement would enable it pay off some of the debt and the entire debt would be written off. The benefit to the debtor is that they avoid bankruptcy and the benefit to the creditor is that they get more than they would have gotten had bankruptcy been declared.
A composition is what happened here as a part of debt was paid to satisfy the full thing.
Answer:
Library of Congress (LOC)
Explanation:
A library also known as a bookhouse can be defined as an institution having various collection of books and other informative materials that people can read to gain more knowledge, insight and motivation about a particular topic. An example of a library is the Library of Congress (LOC) located in Washington DC, United States of America.
Library of Congress (LOC) refers to the research library used by the Congress of the United States of America to provide or gain access to a diverse and rich source of knowledge (informations) about things, places, animals, plants, people, etc.
Basically, it comprises of millions of literary works such as manuscripts, books, photographs, maps, recordings, newspapers in its collection and as a result of this, it is known to be the largest library in the world.
The Library of Congress (LOC) offers users an "Ask a Librarian" feature to inquire about the library's collections. Therefore, users can easily make enquiries from a librarian on any thing they aren't clear about using the Library of Congress (LOC).
Answer:
The answer is: C) The minimum price sellers are willing to accept to sell an extra unit of a good.
Explanation:
A normal supply curve should move upward from left to right. The expresses the Law of Supply: (given that all other factors remain without change) As the price of a product increases, the quantity supplied should also increase.
For example:
An ounce of gold costs right now $1,500 and 100 ounces of gold are being traded right now at that price. If a new buyer comes in and wants to buy the 101th ounce of gold, then following a normal supply curve, the new buyer would need to pay more for that extra ounce of gold, maybe $1,510.
What the supply curve shows us is that given a certain price Y, a company will be willing to sell X amount of goods. The more demand a product has (X + 1) > X, then the price Y will increase until a new balance is found.
Answer:
<em>Interest earned </em> = $420
Explanation:
T<em>he total worth of the investment after the the investment period compounded at certain rate is called the Future Value.</em>
Future Value= Principal + compounded interest i.e
FV = P × (1+r)^n
r- rate, FV- future value , n- period
FV = ? , P -1,500, r- 4%, n-7 years
FV = 1,500 ×1.04^(7)
FV = 1973.897669
<em>Interest earned (compound intrest) = FV - Principal amount</em>
= 1973.897669 - 1,500
= $473.89
Without interest earning interest.
The amount of interest earned will be computed on the principal only
Interest earned = $1,500× 4%× 7
= $420
Answer:
The amount Lava should charge against income during year 4 is $63,000.
Explanation:
Since amortization is assumed to be recorded at the end of each year, this can be calculated as follows:
Annual amortization expense = Cost of the patent / Patent's estimated useful life = $90,000 / 10 = $9,000
Amortization expense recorded prior to year 4 = Annual amortization expense * 3 years = $9,000 * 3 = $27,000
Unamortized cost of patent charge against income during year 4 = Cost of the patent - Amortization expense recorded prior to year 4 = $90,000 - $27,000 = $63,000
Therefore, the amount Lava should charge against income during year 4 is $63,000.
