Answer and Explanation:
The preparation of the direct labor budget is presented below:
Particulars Quarter 1 Quarter 2 Quarter 3 Quarter 4 Total
Required
Production 10,600 8,500 7,000 11,100 37,200
Multiply with
Direct labor
hours 0.35 0.35 0.35 0.35
Total
direct labors 3,710 2,975 2,450 3,885 13,020
Multiply with
Direct labor
cost $20 $20 $20 $20 $20
Total
direct labor
cost $74,200 $59,500 $49,000 $77,700 $260,400
Answer:
Money can easily be divided into smaller denominations is the correct answer.
Explanation:
Answer:
The company’s WACC is 11.38%
Explanation:
After tax cost of debt = 9.6*(1 - 0.34)
= 6.336%
Debt-equity ratio = Debt/Equity
debt = 0.64*Equity
Let equity be $x
debt = $0.64x
Total = $1.64x
WACC = Respective costs*Respective weights
= (6.336*0.64x/1.64x) + (14.6/1.64x)
= 11.38%
Therefore, The company’s WACC is 11.38%
Answer:
1 . b
2. 84.03 euro
3. 135.28 euros
4. 177.22 dollars
5. 0.77
6. 0.154
Explanation:
1. Dollar depreciated
2. 1 Euro = 1.19 dollars
So therefore
1 dollar = 1 euro/1.19
So 100 dollars = 100 * (1/1.19) = 84.03 Euro.
3. A = p * (1 + (r/n))^(nt)
Where p = principal = 84.03
A = accrued amount after maturity
r = rate = 10%
n = number of compounding = yearly = 1
t = time of maturity = 5
So therefore:
A = 84.03 (1 +0.1)^5
A = 135.28 Euro
4. Convert 135.28 euros to dollars after 5 years
Since 1 Euro = 1.31 dollars
So therefore 135.28Euro will be 1358.28 * 1.31 = 177.22 dollars
5 - (final value/initial value) - 1 )
Where final value = 177.22
Initial value = 100
So therefore [ (177.22/100) - 1] = 0.77
6 - average annual return = sum of earning after maturity / time of maturity
So therefore : 0.77/ 5 = 0.154