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Marina86 [1]
3 years ago
13

During the year, Belyk Paving Co. had sales of $2,485,000. Cost of goods sold, administrative and selling expenses, and deprecia

tion expense were $1,349,000, $660,000, and $462,000, respectively. In addition, the company had an interest expense of $287,000 and a tax rate of 24 percent. The company paid out $412,000 in cash dividends. Assume that net capital spending was zero, no new investments were made in net working capital, and no new stock was issued during the year. (lgnore any tax loss or carryforward provision and assume interest expense is fully deductible.)
Calculate the firm's net new long-term debt added during the year. (Do not round intermediate calculations and round your answer to the nearest whole number, e.g., 32.)
Business
1 answer:
Afina-wow [57]3 years ago
6 0

Answer:

$888,000

Explanation:

In order to determine how much new debt was added, we must calculate cash flows:

first we need to determine net income:

sales ($2,485,000) - COGS ($1,349,000) - S&A expenses ($660,000) - depreciation expense ($462,000) = EBIT = $14,000

since EBIT is lower than interest expense ($14,000 ≤ $287,000), we can assume there was a loss. But the question tells us to ignore any tax losses. So net income = $14,000 - $287,000 = -$273,000

operating cash flow = net income + adjustments = -$273,000 + $462,000 = $189,000

there were not capital spending and no new investments made, so cash flow from investing activities = $0

so the net cash flow from assets = $189,000

net cash flow form assets = net cash flow from stockholders + net cash flow from liabilities

net cash flow from stockholders = common stock issued - dividends = $0 - $412,000 = -$412,000

$189,000 = -$412,000 + net cash flow from liabilities

$601,000 = net cash flow from liabilities

net cash flow from liabilities = net new long term debt - interest expense

$601,000 = net new long term debt - $287,000

net new long term debt = $601,000 + $287,000 = $888,000

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Kurt's entertainment has a receivables turnover rate of 14.8, a payables turnover rate of 10.4 and an inventory turnover rate of
ruslelena [56]

The firm’s operating cycle is equivalent to the sum of the total number of days of a cycle of the receivables turnover and the inventory turnover.

Receivables turnover = 365 days / 14.8 = 24.66 days

Inventory turnover = 365 days / 22.6 = 16.15 days

Operating cycle = 24.66 days + 16.15 days = 40.81 days

<span>Answer: 40.81 days</span>

3 0
3 years ago
Written notice of an Investigative Report must be given within ______ advance notice before the report beings.
Tpy6a [65]

Answer:

3 days.

Explanation:

An Investigative report can be defined as a report prepared by a forensic expert or professional in the unraveling of a crime or issue.

Written notice of an Investigative Report must be given within 3 days advance notice before the report beings.

Basically, an investigative report is required or expected to give an insured person not more than 3 days advance written notice before the report will begin.

3 0
3 years ago
Dagnon Corporation uses direct labor-hours in its predetermined overhead rate, At the beginning of the year, the total estimated
xenn [34]

Answer:

a) $17.70

Explanation:

The computation of the predetermined overhead rate is shown below:

But before that we need to do the following calculations

Applied manufacturing overheads is

= $13,850 + $294,130

= $307,980

And,

Applied manufacturing overheads is

= predetermined overhead rate × Actual direct labor hours

Hence predetermined overhead rate is

= $307,980 ÷ 174,00 hours  

= $17.70

Therefore, the correct option is d. $17.70

3 0
3 years ago
A bond has a 7.5% annual coupon rate with 4 years to maturity and pays annual coupon. par value is $1000
AveGali [126]

Answer:

1.1 Inflow (Coupon payment ) = $1000 * 7.5% = $75

  Year     Inflows    Pvf at 5%     Present value

      1            75        0.952381     71.43

      2            75       0.907029    68.03

      3            75       0.863838     64.79

      4            75       0.822702     61.70

      4           1000    0.822702     822.70

   Total                                       1,088.65

Price of Bond, when yield to maturity is 5% = $1088.65

1.2   Year     Inflows    Pvf at 5.2%     Present value

           1            75          0.95057           71.29

          2            75          0.9035839        67.77

          3            75          0.85892             64.42

          4            75          0.816464            61.23  

          4          1000        0.816464            816.46

Total                                                           1,081.18

Price of Bond, when yield to maturity is 5.2% =$1081.18

1.3  Change in price of Bond = (Decrease in price of bond / price of bond ) * 100

= $7.47 / 1088.65 *100

= 0.69%

Change in price of Bond when yield increases by 0.2%( i.e Decrease in price of bond)

= $1088.65 - $ 1081.18

= $7.47

1.4   Year    Inflows    Pvf at 5%       P. value    Year*P. value

        1          75          0.9523809    71.43            71.43

        2         75          0.907029       68.03           136.05

        3         75          0.863838        64.79           194.36

        4         75          0.822702        61.70            246.81

        4        1000       0.822702       822.70         3,290.81

     Total                                           1,088.65        3,939.47

Modified duration = Bond duration / ( 1+YTM)

= 3.6187 / ( 1+0.05)

= 3.446

Bond Duration = Sum of (PV of inflows) / Sum of (Year*PV of inflows)

= $3,939.47 / $1088.65

= $3.6187

1.5 % Change in price of bond = (-1 * Modified duration * % change in YTM in term of basis point)

= ( -1 * 3.446 * 0.2)

= -0.69 %

6 0
3 years ago
Ajax Company purchased a five-year certificate of deposit for its building fund in the amount of $220,000. How much should the c
irina [24]

Answer:

The certificate of deposit be worth $338496.8 at the end of five years if interest is compounded at an annual rate of 9%

Explanation:

Certificate of deposit of 220000 after 5 years @ 9% is calculated as below

As per the Present and future value tables of $1 at 9% presented

FVA of $ 1 after 5 years is 5.9847 and

PVA of $ 1 after 5 years is 3.88965  

PV of 220000 will become = 220000*5.9847/3.88965

                                              = $338496.8

Therefore, The certificate of deposit be worth $338496.8 at the end of five years if interest is compounded at an annual rate of 9%

8 0
3 years ago
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