Answer:
Equivalent units of production= 746,000 units
Explanation:
Giving the following information:
Units completed 620,000 100%
Ending Work in Process 180,000 70%
<u>The weighted average method blends the costs and units of the previous period with the costs and units of the current period.</u>
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Units completed in the period + Equivalent units in ending inventory WIP (units*%completion) = Equivalent units of production
Equivalent units of production= 620,000 + (180,000*0.7)
Equivalent units of production= 746,000 units
Answer: Stock B
Explanation:
Use CAPM to calculate the required returns of both stocks.
Stock A
Required return = Risk free rate + beta * ( Market return - risk free rate)
= 5% + 1.20 * (9% - 5%)
= 9.8%
Stock B
Required return = 5% + 1.8 * (9% - 5%)
= 12.2%
Both of them have Expected returns that are higher than their Required returns so both of them are good buys.
The better buy would be the one that has more expected value excess over required return.
Stock A excess = 10% - 9.8% = 0.2%
Stock B excess = 14% - 12.2% = 1.8%
<em>Stock B offers a higher excess and is the better buy. </em>
Answer:
$633,000
Explanation:
Calculation to determine net cash provided by operating activities under the indirect method
Using this formula
Net cash provided by operating activities=Net income-(+Increase in accounts receivable)-(-Decrease in inventory )+Increase in accounts payable+Depreciation expense -Gain on sale of land
Let plug in the formula
Net cash provided by operating activities=$460,000 -(+$75,000)-(-$62,000) + $230,000 +$103,000 - $147,000
Net cash provided by operating activities=$633,000
Therefore net cash provided by operating activities under the indirect method is $633,000
Answer:
a. $5,460
Explanation:
The computation of the ending amount of direct labor cost is shown below:
First we have to compute the direct labor hours which is
= Ending work in process - direct materials cost
= $17,578 - $7,750
= $9,828
The total per direct labor hours is
= $12 + $15
= $27
So, the direct labor hours would be
= $9,828 ÷ $27
= 364 hours
So, the ending direct labor cost is
= 364 hours × $15 per hour
= $5,460