Answer: Expense capitalize
Explanation:
The expense capitalize is the term which is used to refers to the capitalizing the given cost of the expenses based on their values for the purpose of evaluating all the expenses in the balance sheet.
The capitalize the expenses provide various types of benefits to the firms for obtaining the various types of updated assets that typically helps in providing the long term duration.
According to the given question, the interest in the given two cases is basically treat by expense capitalize for the purpose of financial reporting.
Therefore, Expense capitalize is the correct answer.
Both tariffs and quotas are instruments used to impede or reduce trade. Both quotas and tariffs place restrictions on the quantity of imported commodities.
<h3>What are exports and imports?</h3>
Exports: The products and services that a nation produces at home and sells to clients or enterprises abroad are known as exports. The nation selling its goods and services benefits from an infusion of money as a result. Businesses may opt to export their products and services to another country because it allows them to:
Take part in international trade
reach out to new markets
raising sales
Imports : are the products and services that a company or customer buys from another nation. The nation that is making the purchases sees money leave the country as a result. Although most nations want to import less products and services than they export in order to boost domestic revenue, a high amount of imports can be a sign of an expanding economy. This is especially true if the majority of the imports are productive assets, such machinery and equipment, which the receiving nation may utilize to raise the productivity of their own economy.
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Answer:
FV= $6,124.46
Explanation:
Giving the following information:
You plan to save $1,400 for the next four years, beginning now, to pay for a vacation. If you can invest it at 6 percent annually,
Annual deposit= $1,400
Number of periods= 4 years
Interest rate= 6%
<u>To calculate the future value, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {1,400*[(1.06^4) - 1]} / 0.06
FV= $6,124.46
