Answer: Option (C) is correct.
Explanation:
Given that,
In Dept. A,
Direct labor cost = $60,000
Manufacturing overhead = $90,000
Direct labor-hours = 6,000
Machine-hours = 2,000
In Dept. B,
Direct labor cost = $40,000
Manufacturing overhead = $45,000
Direct labor-hours = 9,000
Machine-hours = 15,000
Predetermined overhead rates in Dept. A = 
= 
= 150%
In dept. B = 
= 
= $3
Answer:
Yes, Stock A has higher dividend yield
Explanation:
given data
market risk premium = 6.0%
risk-free rate = 6.4%
A B
Beta 1.10 0.90
Constant growth rate 7 % 7%
to find out
does stock A has higher dividend yield than Stock B
solution
we get here Stock A rA = 6.4% + 1.1 × 6%
Stock A rA = 13.00%
and
Dividend yield of stock A = rA - g
Dividend yield of stock A = 13.00% - 7%
Dividend yield of stock A = 6%
and
for Stock B rB = 6.4%+ .9 × 6%
Stock B rB = 11.80%
and
Dividend yield of stock B = rA - g
Dividend yield of stock B = 11.80% - 7%
Dividend yield of stock B = 4.80%
so we can say Yes, Stock A has higher dividend yield
Answer:
Amount of underapplied or overapplied overhead cost for the year
$97000 - Underapplied
Schedule of cost of goods manufactured for the year
Direct Material 3885000
Direct Labor 60000
Overheads 376000
Total Manufacturing Costs 4321000
Add Opening Inventory WIP 400000
Less Closing Inventory WIP (700000)
Cost of Goods Manufactured 4021000
Explanation:
Amount of underapplied or overapplied overhead cost for the year
Underapplied or Overapplied overhead cost =Actual Overhead - Applied Overhead
$473000-$376000= $ 97000
Schedule of cost of goods manufactured for the year
<em>Direct Materials Calculation </em>
Opening 200000
Add Purchases 4000000
Available 4200000
Less Closing Material 300000
Materials Consumed 3900000
Less Indirect Materials 15000
Direct Materials Consumed 3885000
Answer:
A) a 23.5% decrease in materials
B) a 64% decrease in labor costs
C) a 29.1% decrease in overhead
Explanation:
White Tiger's multifactor productivity = $300 / $148 = 2.027
if we want to increase the multifactor productivity by 12%, it will = 2.27
since we will not change the sales price, we must determine the new total cost:
$300 / cost = 2.27
cost = $300 / 2.27 = $132.16 ≈ $132, which represents a $16 decrease
A) materials ⇒ $16/$68 = 23.5%
B) labor costs ⇒ $16/$25 = 64%
C) overhead ⇒ $16/$55 = 29.1%
