Answer:
Equivalent units
Materials 10,200
Covnersion Cost 9, 100
Explanation:
![\left[\begin{array}{cccc}&$Physical Units&$Materials&$Conversion\\$Beginning&2,000&0.6&0.4\\$Transferred out&9,000&&\\$Ending&3,000&0.8&0.3\\$Equivalent Units&&10,200&9,100\\\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bcccc%7D%26%24Physical%20Units%26%24Materials%26%24Conversion%5C%5C%24Beginning%262%2C000%260.6%260.4%5C%5C%24Transferred%20out%269%2C000%26%26%5C%5C%24Ending%263%2C000%260.8%260.3%5C%5C%24Equivalent%20Units%26%2610%2C200%269%2C100%5C%5C%5Cend%7Barray%7D%5Cright%5D)
The equivalent units will be calcualte as follow:
transferred out
ending x completion
<u> (beginning x completion) </u>
Equivalent units
<u>Materials</u>
9,000 + 3,000 x 80% - 2,000 x 60% = 10,200
<u>Conversion Cost</u>
9,000 + 3,000 x 30% - 2,000 x 40% = 9,100
Answer:
C. Growth
Explanation:
Starting investment early is something that is always encouraged and that is the case of John Hernadez here. By starting early, before he retires, he'd have been able to grow is investment portfolio substantially and even be a millionaire by the time of his retirement. Growth is the most important factor for John, that's why is he's starting his investment early. With the time given for growth, investment value may increase in value and it allows time for appreciation of stock price.
Answer: 9.2%
Explanation:
The interest rate that Rolling Coast should expect to issue new bonds will be calculated thus:
Firstly, we will calculate the previous risk premium on BBB bonds which will be:
= 11.5% - 8.7% = 2.8%
Then, the new risk premium on BBB bonds will be:
= Previous risk premium / 2
= 2.8% / 2
= 1.4%
Then, the interest rate that Rolling Coast should expect to issue new bonds will be:
= 7.8% + 1.4%
= 9.2%
Answer:
Working capital = Current assets - Current liabilities
= $617,000 - $233,000
= $384,000
Explanation:
Working capital refers to current assets minus current liabilities. It is the capital available for day to day running of a business.
