Answer:
Fabricating Department = $136470= 53000 +total 49100 of $1.7 per direct labor hours
Assembling Department = $$ 90,410= 43000 +total 43100 of $ 1.10 per direct labor hours
Explanation:
<em>When a fixed line intersects a vertical axis at the point of total budgeted cost line represents total cost of the activity . From this we can calculate the following.</em>
Fabricating Assembling
Total Cost for 46100 DLH $131,370 $93,710
Fixed Costs (53000) (43,000)
Variable Costs 78370 50,710
Variable Cost Per hour 78370 / 46100 50,710 / 46100
= $ 1.7 = $1.10
Fabricating Assembling
Total DLH 49100 43100
Variable Cost Per hour $ 1.7 $1.10
Variable Costs $ 83470 $ 47410
Fixed Costs 53000 43,000
Total Budgeted Cost 136470 $ 90,410
Answer:
$16.9 per widget
Explanation:
Given that,
Beginning inventory = $2,500
Purchases = $156,000
Ending inventory = $38,200
Sales Revenue = $783,000
Selling and Administrative Expenses = $5,400
Total cost of the 7,100 widgets:
= Beginning inventory + Purchases - Ending inventory
= $2,500 + $156,000 - $38,200
= $120,300
Therefore,
Cost of one widget = Total cost of the 7,100 widgets ÷ Number of widgets
= $120,300 ÷ 7,100
= $16.9 per widget
Answer:
=2.98%
Explanation:
Use CAPM to find the required return of the stock;
CAPM: r = risk free + beta(market return - risk free)
risk free = 4.5% or 0.045 as a decimal
beta = -0.4
market return = 8.3% or 0.083 as a decimal
Next, plug in the numbers into the CAPM formula;
r = 0.045 -0.4(0.083 - 0.045)
r = 0.045 -0.0152
r = 0.0298 or 2.98%
Therefore the required return is 2.98%
Answer:
$ 5.34
Explanation:
Calculation for cost per equivalent unit for conversion costs for September
First step is to find the Equivalent units of production
To complete beginning work-in-process:
Conversion 12,000
[15,000 units × (100%-20% )]
Units started and completed 65,000
(89,000-24,000)
Ending work-in-process
Conversion 21,600
(24,000 units × 90%)
Equivalent units of production 98,600
Second step is to calculate the Cost per equivalent unit using this formula
Cost per equivalent unit =Cost added during the period ÷Equivalent units of production
Let plug in the formula
Cost per equivalent unit = $526,524÷98,600
Cost per equivalent unit = $5.34
Therefore The cost per equivalent unit for conversion costs for September is closest to $ 5.34
Purchase government of course
