Answer:
65%
Explanation:
Calculation to determine its predetermined overhead rate for the next period should be:
Using this formula
OH rate = Estimated overhead next period/direct labor
Let plug in the formula
OH rate = $65,000/$100,000
OH rate = 65%
Therefore If CWN bases applied overhead on direct labor cost, its predetermined overhead rate for the next period should be: 65%
Answer:
<u>cost to be accounted for:</u>
beginning cost: 180,000
added cost 756,000
total cost <em> 936,000</em>
<u>cost accounted for:</u>
ending WIP 30,000 x 5.2 = 156,000
trasnsferred-out: 150,000 x 5.2 = 780,000
total cost accounted for <em> 936,000</em>
Explanation:
150,000 completed
50,000 at 60%
weighted average equivalent unit:
complete + percetage of completion ending WIP
150,000 + 50,000 x 60% = 180,000
Cost per unit:
936,000 / 180,000 = 5.2 dollar per unit
we should match the total cost pool with the ending WIP and trasnferred out units
Answer:
A. Lowest Total Cost:
A. 315,550 or more
B. Lowest total cost of annual volume of 120 boats
C. C
Explanation:
The lowest total cost among the three alternatives is b.
If the company goes for new location it will have to incur fixed cost of $270,000 and variable cost per boat will be $600.
If the company Subcontracts then Total cost per boat is $2,620
If a company goes for expanding existing facility then it will incur fixed cost of $57,000 and variable cost will be $1,030 per boat.
If company produces 315,000 or more boats then it will have lowest possible cost for the boat.
For an output of 120 bots the best possible alternative is option C. The fixed cost will be $475 per boat ($57,000 / 120 boats)
The total cost will be $1,505 ($475 + $1,030)
Answer:
a. 1.51 containers
b. Fewer
Explanation:
The computations are shown below:
a. The number of containers would be
= Annual demand × time × (1 + inefficiency factor) ÷ holding pieces
= 70 × 0.75 × (1 + 0.15) ÷ 40
= 1.51 containers
The time is converted from minutes to hour i.e 45 minutes ÷ 60 minutes = 0.75
b. If the system improves, the fewer containers are required i.e 2 containers approximate because inefficiency factor got decreased
Answer:
unit sales = $3482.49
Explanation:
given data
Selling price per unit = $240.00
Variable expenses per unit = $99.50
Fixed expense per month = $454,290
monthly target profit = $35,000
solution
we get here contribution margin that is express as
contribution margin = Sales - Variable cost ..................1
put here value
contribution margin = $240 - $99.50
contribution margin = $140.50
so here Target Contribution margin will be
Target Contribution margin = Fixed cost + Target profits ...............2
put here value
Target Contribution margin = $454,290 + $35,000
Target Contribution margin = $489290
so here unit sales will be as
unit sales =
unit sales = $3482.49