Answer: Equity financing
Explanation:
When using Equity financing, the owners of the business are investing either their personal assets into the company or selling shares in the company and raising money from that.
Equity financing gives the person who invested an ownership portion in the company. The main difference between equity financing and leveraged financing is that with equity financing, you are not forced to make payments to the investors every period.
Answer:
The maturity value is "$79790".
Explanation:
The given values are:
Principal
= $79,000
Time
= 30/360
Rate
= 12%
The interest on the cash loan to Ryan and Co will be:
= 
= 
($)
Maturity value
= 
= 
= 
= 
Answer:
D. $952
Explanation:
The computation of the net income in the case when the LIFO is elected
Particulars AMount
Net sales $7,232 ($8,000 - $640 - $128)
less : cost of goods sold ($6,200 - $820) $5,380
Gross Profit $1,852
Less: Operating Expenses $900
Income before taxes $952
less: Income tax $0
Net income $952
Hence, the net income is $952
Answer:
A.
2015 37.7
2016 12.9
B. Yes
Explanation:
Computation of the times interest earned ratios for 2016 and 2015
First step is to find the EBIT
EBIT: 2016 $ 2015 $
Gross profit 44,500 58,400
Less Selling, General and Administrative expenses (36,900) (38,800)
EBIT 7,600 19,600
Second step is to compute the times interest earned ratios for 2016 and 2015 using this formula
Time interest earned = EBIT / Interest expense
Let plug in the formula
Time interest earned 2016 2015
EBIT $7,600 $19,600
÷Interest expense $590 $520
=Time interest earned 12.9 37.7
Therefore the Time interest earned will be :
2015 37.7
2016 12.9
2. Yes Computer Tycoon generate sufficient net income in both 2015 and 2016 before taxes and interest in order to cover the cost of debt financing.
Answer: Quarterly
Explanation:
Annual interest rate = 4.00%
Effective annual rate = 4.08%
To know if the bank is compounding interest daily or quarterly goes thus:
Effective Annual rate can be calculated using:
= (1+Periodic rate)^number of compounding periods - 1
Therefore, we calculate the daily compounding effective annual rate which will be:
= (1+4%/365)^365 - 1
= (1 + 0.04365)^365 - 1
= 4.08%
For Quarterly EAR, this will be:
= (1+4%/4)^4 - 1
= (1 + 0.04/4)^4 - 1
= 4.06%
Therefore, the a bank is compounding interest Quarterly
