Answer:
exports as demand in all countries substantially rises.
Answer:
The conversion cost per equivalent unit is $3.31
Explanation:
The computation of the conversion cost per equivalent unit is shown below:
= Total conversion costs ÷ Total equivalent units
where,
Total conversion cost = completed units + Conversion costs during April
= $6,000 + $35,000
= $41,000
And, the total equivalents units equal to
= Finished good units × percentage of completion + ending work in process units × percentage of completion
= 11,500 units × 100% + 1,500 units × 60%
= 11,500 units + 900 units
= 12,400 units
Now put these values to the above formula
So, the per unit would equal to
= $41,000 ÷ 12,400 units
= $3.31 per unit
Answer:
a. $10,783.68
b. $10,510.36 semi annual compounding
Explanation:
a. This question requires the present value of $26,700 given 8 years and compounded annually at 12%.
Present Value = 
Present Value = 
Present Value = $10,783.68
He would need to invest $10,783.68 today.
b. This is a duplicate of question 1 but I will solve it assuming semi-annual compounding just in case.
12% per annum would become = 12/2 = 6% per semi annum
Number of periods would become = 8 * 2 = 16 periods
Present Value =
Present Value = 
Present Value = $10,510.36
He would need to invest $10,510.36 today.
Answer:
Explanation:
Stockholder's Equity
Paid in Capital:
Common Stock $48,000,000
Paid in Capital in excess of Par - Common Stock $6,400,000
Paid in Capital from sale of Treasury Stock $4,500,000
[58,900,000]
Total Paid in Capital $58,900,000
Retained earnings $63,680,000
Total Paid in Capital & Retained Earnings $122,580,000
Deduct: Treasury Stock $5,200,000
Total Stockholder's Equity $117,380,000
Answer:
d) $38,000 Debit balance.
Explanation:
Predetermined overhead rate = Estimated Total Overhead Costs / Estimated Direct Labor Costs
= $472000 / $2,360,000
= 0.2
= 20% of direct labor costs.
Applied overheads = (20%*Actual direct labor costs)
Applied overheads = 20% * $1,980,000
Applied overheads = $396,000
So, Overhead under-applied = $434,000 - $396,000 = $38,000 (Debit)
