Answer: D. make a conscious choice to do so
Explanation:
Based on the information given, in order to attain a "right livelihood," William needs to make a conscious choice to do so.
Option A is wrong as getting promoted so he can delegate more of his work doesn't guarantee him that he'll relax more and enjoy right livelihood. When he's promoted, he'll have more work and this means that there'll be more responsibility. This will hinder him from enjoying right livelihood.
Option B and C are wrong as well as losing weight and getting in better shape and also de-emphasize the spiritual side of his life doesn't make one enjoy right livelihood.
Option D is the correct answer as he should make a conscious choice to attain the right livelihood and have enough rest that he desires.
Answer:
The correct answer is (C) straight variable cost assumptions.
Explanation:
If the total cost increases with small increases in activity, it may be referred to as a step-variable cost.
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:
maximum
Explanation:
The newsvendor model may be defined as the mathematical model which is characterize by the fixed prices as well as the uncertain demand for the perishable products. This model is mainly used to determine the optimal inventory level.
According to the newsvendor model, there is only one opportunity to order. The cost of buying large quantities of the products may result in disposing them or selling the products at a lower price.
The optimal ordering quantity is maximum when the underage cost is higher than the overage cost.
