Answer:
D.$400 over allocated
Explanation:
For computing the over-allocated or under-allocated amount, first, we have to determine the predetermined overhead rate which is shown below:
Predetermined overhead rate = (Total estimated manufacturing overhead) ÷ (estimated direct labor-hours)
= $371,000 ÷ 180,000 hours
= $2.06
Now we have to find the actual overhead which equals to
= Actual direct labor-hours × predetermined overhead rate
= 190,000 hours × $2.06
= $391,400
So, the ending overhead equals to
= Actual manufacturing overhead - actual overhead
= $391,000 - $391,400
= $400 over - applied
Answer:
6. a)
total fixed costs = $600,000
product mix:
1 Diablo: 2 Call of Duty: 3 Sekiro: 4 Starcraft II
Contribution margin per unit:
- Diablo = $55 - $22 = $33
- Call of Duty = $48 - 17 = $31
- Sekiro = $33 - $12 = $21
- Starcraft = $22 - $11 = $11
Contribution margin per product mix = $33 + (2 x $31)) + (3 x $21) + (4 x $11) = $172
break even number (in product mix) = $600,000 / $172 = 3,488.37 ≈ 3,489 product mixes
6.b)
- Diablo = 3,489 games
- Call of Duty = 3,489 x 2 = 6,978 games
- Sekiro = 3,489 x 3 = 10,467 games
- Starcraft = 3,489 x 4 = 13,956 games
Answer:
The range of possible transfer is $ 3.25 to $ 3.50
Explanation:
Data provided:
The purchasing cost of the transistor = $ 3.50
The total number of transistors needed = 8,000
The production cost of the transistor = $ 4.00
The included variable cost = $ 3.25
The included fixed cost = $ 0.75
Now,
the fixed cost cannot be altered, thus it will be there
hence,
the variable cost will be the factor that will evaluate the decision i.e $ 3.25
therefore, the <u>range of possible transfer is $ 3.25 to $ 3.50</u>
Answer:
A. debit Finished-Goods Inventory and credit Work-in-Process Inventory.
Explanation:
The work in progress cannot yet be debited because it cannot be sold while the finished goods represent cash.
Answer: See explanation
Explanation:
Debt = 0.65
Weight = 39.39%
Cost for debt = 2%
Product = 39.39% × 2%
= 0.3939 × 0.02
= 0.007878
Equity = 1.00
Weight = 60.61%
Cost for equity = 6%
Product = 60.61% × 6%
= 0.6061 × 0.06
= 0.036366
Weighted average floatation cost:
= 0.007878 + 0.036366
= 0.044244
= 4.42%
The true cost of the building will then be:
= Funds needed / (1 - Floatation cost)
= $43,000,000 / (1 - 0.044244)
= $43,000,000 / 0.955756
= $44,990,562
