Answer:
The answer is $3,888.22
Explanation:
This is an annuity due because the cash flow is being done on the first day of each period.
Annuity is a fixed sum of money paid to or receceived from someone or business every year.
Future Value(FV) = $30,000
Interest rate(i or I/Y) = 10%
Number of years(N)= 6 years
Annuity (PMT) = ?
Using a Financial calculator to solve it (Texa BA II Plus )
Annuity (equal contributions) will be $3,888.22
Answer:
A technology company is growing rapidly and needs to hire experienced developers and marketing professionals. The best people in these fields usually have jobs and need to be enticed to apply elsewhere. To identify individuals who are likely to be a good match, hiring managers should<u> use social media.</u>
EXPLANATION:
Nowadays, social media has taken over and has helped in making several tasks easier. Job search and hiring have been made a lot easier by the use of social media platforms.
The hiring managers of the technology company should use social media platforms, for example, LinkedIn to reach out for all people that fit into the job. Using social media, one can easily screen out for people having experience similar to the job requirements.
Answer:
None of the option is correct.
Explanation:
Principle of comparative advantage states that a country has a comparative advantage in producing a certain goods if the opportunity cost of producing those goods is lower than the other country. A country is exporting a commodity in which it has a comparative advantage and importing a commodity in which it has a comparative disadvantage.
Answer:
Overapplied overhead= $7,575 overapplied
Explanation:
<u>First, we need to allocate overhead costs based on actual hours: </u>
<u></u>
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Allocated MOH= 31.25*4,780
Allocated MOH= $149,375
<u>Now, the over/under allocation:</u>
Under/over applied overhead= real overhead - allocated overhead
Under/over applied overhead= 141,800 - 149,375
Overapplied overhead= $7,575 overapplied
