Answer:
$1,454,000
Explanation:
Calculation to determine How much cash was provided by operating activities during the year
Using this formula
Operating activities=Net income+Depreciation+ Increased in Accounts receivable -Increased in inventories + Decreased in Prepaid expenses - Decreased in accounts payable
Let plug in the formula
Operating activities=$1251000 + $236000 -$66000 - $44000 +$6000 - $61000
Operating activities=$1,454,000
Therefore the amount of cash was provided by operating activities during the year is $1,454,000
Answer:
Price of Bond = 585.43
Explanation:
The value of the bond is the present value(PV) of the future cash receipts expected from the bond. The value is equal to present values of interest payment plus the redemption value (RV).
The question does not provide information about interest payment therefore the price of the bond is the present value.
PV of redemption Value
PV = F × (1+r)^(-n)
F-1000, r-0.055, n- 10 ×2
PV = 1,000 × 1.055^(-10)
PV = 585.43
Price of Bond =$ 585.43
Answer:
Total cost= $6,267
Explanation:
Giving the following information:
Direct Materials $3,405
Direct Labor Hours 50 labor hours
Direct Labor wage rate $13 per labor hour
Machine Hours 158
The predetermined overhead rate is $14 per machine-hour.
To calculate the total cost, we need to use the following formula:
Total cost= direct material + direct labor + allocated overhead
Total cost= 3,405 + 13*50 + 14*158
Total cost= $6,267
The total cost recorded on the job cost sheet for Job 607 would be $6,267, as calculated by summing the cost of direct materials, direct labor, and applied manufacturing overhead.
To calculate the total cost that would be recorded on the job cost sheet for Job 607, you must add up all the individual costs associated with the job. This includes the direct materials, direct labor, and applied manufacturing overhead costs.
Direct materials are already given as $3,405. Direct labor can be calculated by multiplying the labor hours by the wage rate ($13 * 50), which gives $650. The manufacturing overhead is calculated by multiplying the machine hours by the predetermined overhead rate (158 * $14), which comes out to $2,212.
So, the total cost for Job 607 is the sum of all these, that is, $3,405 + $650 + $2,212 = $6,267. Thus, $6,267 would be the total cost recorded for Job 607 on the job cost sheet.
#SPJ3
b. 10%.
c. 12%.
d. 14%.
e. 8%.
Answer:
a. 16%.
Explanation:
According to the given situation, the calculation of the upper bond is shown below:-
Upper bond = Mean return + Z Value (Standard deviation ÷ SQRT(n))
= 12% + 2 × (10% ÷ 5)
= 16%
Note :- 95.4% confidence level has "Z Value" OF 2. (consider cumulative normal distribution table)
Therefore for computing the upper bond we simply applied the above formula.
A)
7.55%
B)
9.17%
C)
9.00%
D)
8.00%
Answer:
WACC = 7.55 %
so correct option is A) 7.55%
Explanation:
given data
company raised = $100,000,000
sale of bonds = $50,000,000
current yield = 8%
sale of common stock = $25,000,000
cost equal = 9%
sale of preferred stock =$25,000,000
cost equal = 10%
tax rate = 30%
to find out
WACC
solution
we get here WACC that is express as
WACC = ( Weight of debt × After tax cost of debt) + (Weight of equity × Cost of equity) + (Weight of preferred stock × cost of preferred stock) ..................1
and cost of debt after tax will be
cost of debt after tax = 8% of ( 1 - 30%)
cost of debt after tax = 5.6%
and Weight of debt = = 0.50
and Weight of equity = = 0.25
and Weight of preferred stock = = 0.25
so WACC = ( 0.50 × 0.056 ) + ( 0.25 × 0.09 ) + ( 0.25 × 0.10 )
WACC = 0.0755
WACC = 7.55 %
so correct option is A) 7.55%
Answer:
Debit: Accounts receivable with 1,500,000
Sales account with 1,500,000
Explanation:
Journal entry for Organic Growth at January 2, 2017 will appear in the book as follows:
Details DR ($) CR ($)
Accounts receivable 1,500,000
Sales account 1,500,000
Being the sales of Organic Growth on credit
Answer:
realized loss = -20.31%
Explanation:
stock price ¥3,150, total operation ¥315,000
in US dollars = ¥315,000 x $0.00952 = $2,998.80
current market price ¥3,465, total operation ¥346,500
in US dollars = ¥346,500 / ¥145 = $2,389.66
realized loss = (current value in US dollars - initial investment) / initial investment = ($2,389.66 - $2,998.80) / $2,998.80 = -20.31%
Even though the stock price increased significantly (10%), the yen depreciated against the dollar even more (-38%)