Answer:
(B) $45,000.
Explanation:
The preparation of the Cash Flows from Operating Activities—Indirect Method is shown below:
Cash flow from Operating activities - Indirect method
Net income $74,000
Adjustment made:
Add : Depreciation expense $52,000
Less: Increase in accounts receivable -$36,000
Less: Increase in inventory -$16,000
Less: Decrease in accounts payable -$29,000
Total of Adjustments -$29,000
Net Cash flow from Operating activities $45,000
Answer:
Realized gain of Shontelle = $332000
Explanation:
given data
adjusted basis = $760,000
mortgage = $192,000
receives cash = $120,000
fair market value = $780,000
to find out
What is Shontelle realized gain or loss
solution
we find here first Realized gain that is express as
Realized gain = Amount realized - Adjusted basis ..................1
so here Amount realized = (receives cash + fair market value + mortgage)
Amount realized = (120000 + 780000 + 192000)
Amount realized = 1092000
so from equation 1
Realized gain = Amount realized - Adjusted basis
Realized gain = 1092000 - 760000
Realized gain = $332000
so we can say that
Realized gain of Shontelle = $332000
Answer:
Ending inventory= $144,150
Explanation:
Giving the following information:
Beginning inventory consisted of 7200 units that cost $14.00 each.
Purchase:
3000 units at $15.00 each
12,200 units at $15.50 each.
Vaughn also sold 13,100 units during the month.
<u>To calculate the ending inventory using the FIFO (first-in, first-out) method, we need to use the cost of the lasts units incorporated into inventory:</u>
Ending inventory= 9,300*15.5
Ending inventory= $144,150
Answer:
Please see attached for the detailed solution.
Explanation:
a. Prepare Journal
b. Prepare statement
c. Prepare balance sheet
Please find attached solution to the above questions.
Answer:
$1,015.96
Explanation:
The Price of the Bond (PV) can be calculated as follows :
Fv = $1,000
Pmt = ($1,000 × 8.04%) ÷ 2 = $40.20
n = 9 × 2 = 18
p/yr = 2
i = 7.79%
pv = ?
Using a financial calculator to input the values as shown above, the Price of the Bond (PV) is $1,015.96
