Answer: The matching principle <u>"d. states that the revenues and related expenses should be reported in the same period".</u>
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Explanation: The application of this principle is a consequence of double entry; In the specific case of the Correspondence Principle we refer to the relationship that exists between an income and expense at the time of registering a transaction. It can be summarized in the following statement:
For every income there is an expense and for every expense there is an income.
Answer:
$59,410
Explanation:
With regards to the above information, we need to calculate first, total number of units for first quarter of the year.
Total number of units for first quarter of the year = 2,960 + 2,740 + 3,440
= 9,140
But, each unit requires 0.5 hours of direct labor.
It therefore means that;
1 unit need ----- 0.5 hours of direct labor
9,140 ----- ?
= (9,140 × 0.5) / 1
= 4,570 hours.
Finally, we will multiply the total hours by the payment per hour, or direct labor rate; which is $13 per hour.
= 4,570 × $13
= $59,410
Therefore, the budgeted direct labor cost for the first quarter of the year is $59,410
Answer:
$405,000
Explanation:
The computation of the ending inventory reported is shown below:
Inventory on December 31,2018 $325,000
Add: Goods purchased from a vendor i.e shipping point $30,000
Add: Goods sold FOB destination to customer $38,000
Add: consignment by Brecht Inc $12,000
Ending inventory reported $405,000
In the above cases, the added items indicates the ownership is transferred to buyer , received by buyer and remains with the buyer
Answer:
A) 10.15%
Explanation:
Cost of equity (Re) = 14.06% or 0.1406
cost of preferred stock (Rp) = 7/65 = 0.10769
cost of bonds (Rb) = 7.5% or 0.075
outstanding shares = 2.5 million shares x $42 = $105 million
bonds outstanding = $1,000 x 80,000 bonds = $80 million
preferred stock = $65 x 750,000 = $48.75 million
corporate tax rate = 38% or 0.38
total market value of equity + debt (in millions) = $105 + $48.75 + $80 = $233.75
WACC = [(outstanding shares / total market value) x Re] + [(preferred stock / total market value) x Rp] + {[(bonds outstanding / total market value) x Rb] x (1 - tax rate)}
WACC = [($105m / $233.75m) x 0.1406] + [($48.75m / $233.75m) x 0.10769] + {[($80m / $233.75m) x 0.075] x (1 - 0.38)}
WACC = 0.06316 + 0.02246 + 0.01591 = 0.10153 or 10.15%
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