Answer:
B. $228,122.
Explanation:
Number of quarters = 3 * 4 = 12
Quarterly interest rate = 12%/4 = 3%
From the table, the correct discounting factor for the future value (FV) = 1.42576
We then have:
FV = $160,000 * 1.42576 = $228,122
Therefore, the maturity value of the CD is $228,122.
Answer:
Receivables turnover = 11.50 times
Days' sales in receivables = 31.74 days
Average collection period = 31.74 days
Explanation:
<u>Receivables Turnover Ratio</u>
Receivables turnover = Credit Sales / Receivables
= $3,804,200 / $330,800
= 11.50 times
Receivables turnover ratio measures how many times a company's receivables are converted to cash in a period. A high receivables turnover ratio can indicate that a company’s collection of accounts receivable is efficient and that the company has a high proportion of quality customers that pay their debts quickly.
<u>Days' sales in Receivables/ Average Collection Period</u>
Days' sales in receivables = 365 days / Receivables turnover
= 365 / 11.50
= 31.74 days
On average, credit customers took 31.74 days to pay off their accounts.
The days' sales in receivable ratio which is also known as the average collection period tells you the number of days it took on average to collect the company's accounts receivable during the past year.
Answer and Explanation:
a. The computation of the weighted average contribution margin ratio is shown below:
The Contribution margin ratio is
= (Combined contribution ) ÷ (Sales)
= ($60,000 + $180,000) ÷ ($1,000,000)
= ($240,000) ÷ ($1,000,000)
= 0.24
b. Now the break even point in dollars is
= Fixed cost ÷ contribution margin ratio
= $300,000 ÷ 0.24
= $1,250,000
We simply applied the above formula so that the correct value could come
And, the same is to be considered
Answer:
9.14%
Explanation:
Calculation for YTM
First step is to use financial calculator to find the I which represent Interest rate
FV = 1,000
PMT= 1,000*8.4%/2= 42
N= 9years*2= 18
PV= -955
Hence,
I= 4.57%
Now let calculate YTM
YTM = 4.57%*2
YTM =9.14%
Therefore YTM will be 9.14%
The Current yield on the bonds are calculated as :
Current yield = Annual coupon payments/ Current price
Here, we assume the face value of the bond to be $1000
Annual coupon payments are 10.6% of the face value or 0.106*1000 = 106
Current price = 108.1% of the face value = 1.081* 1000 = 1081
Current Yield = 106/1081
Current Yield = 0.098057 = 9.8057%
Current Yield = 9.81% (Rounded to two decimals)