Answer:
$84,000
Explanation:
The computation of August cash disbursement for manufacturing overhead is seen below;
Direct labor hour
5,600
Variable overhead per hour
$5.4
Variable manufacturing overhead
$30,240
Fixed manufacturing overhead
$69,440
Total manufacturing overhead
$99,680
Less: Depreciation
$15,680
Cash disbursement for manufacturing overhead
$84,000
Answer:
The answer to this question is (c) Labour, Labour intensive
In the 2-factor, 2-good Heckscher-Ohlin model, the country with a relative abundance of labour will have a production possibility frontier that is biased toward production of the labour intensive good
Explanation:
The Heckscher-Ohlin model is an economic theory that proposes that countries export what they can most efficiently and plentifully produce.
The model emphasizes the export of goods requiring factors of production that a country has in abundance. It also emphasizes the import of goods that a nation cannot produce as efficiently. It takes the position that countries should ideally export materials and resources of which they have an excess, while proportionately importing those resources they need.
Therefore in regard to the question above,
In the 2-factor, 2-good Heckscher-Ohlin model, the country with a relative abundance of labour will have a production possibility frontier that is biased toward production of the labour intensive good
Hence the answer is the third option, Labour, Labour intensive
Answer:
Most of the question is missing, so I looked for a similar one and found the attached image.
CPI = (current year price × base year quantity) / (base year price × Base year quantity)
CPI for bread in current year = [($1.50 × 2,000) / ($1 × 2,000)] x 100 = 150
CPI for laptops in current year = [($1,500 × 100) / ($2,000 × 100)] x 100 = 75
CPI for movies in current year = [($7 × 50) / ($5 × 50)] x 100 = 140
CPI for current year = (CPI for bread x weight of bread) + (CPI of laptops x weight of laptops) + (CPI of movies x weight of movies) = (150 x $2,250/$227,530) + (75 x$225,000/$227,530) + (140 x $280/$227,530) = 1.48 + 74.17 + 0.17 =75.82
Answer:
219 sheets
Explanation:
D = 5000 per year,
d = daily demand = 5000/365 = 13.70 sheets
T = time between orders (review) = 14 days
L = Lead time = 10 days
σd= Standard deviation of daily demand = 5 per day
I = Current Inventory = 150 sheets Service Level
P = 95% (Probability of not stocking out) q=d(L+D)z σ T+L-1
σ T+L-1= square root (T+L)=5 square root 14+10= 24.495
From Standard normal distribution, z = 1.64 for 95% Service Level (or 5% Stock out)
q=13.70*(14+10)+1.64(24.495)-150
= 218.97 →219 sheets
Explanation:
The portfolio weight of an asset is the total investment in that asset divided by the total portfolio value. First, we will find the portfolio value, which is:
Total value = 122($32) + 102($22) = $6,148
The portfolio weight for each stock is:
WeightA = 122($32) / $6,148 = .6350
WeightB = 102($22) / $6,148 = .3650
