Answer:
A) Shopping products
Explanation:
The reason is that the people who is spending money on product that he will wear or carry it with him / her definitely spends higher time in appraising the quality, the style he or she desires, price charged according to his purchasing power and is the product fits best or not. So these all things are considered by the person who is interested in shopping products.
<span>The Gini ratio for lifetime income is less than the Gini ratio for annual income.</span>
Answer:
c. 97.558%
Explanation:
Options are <em>"A. 50.0.% B. 2.442% C. 97.558% D.197.0% E. 47,442%"</em>
Mean = μ = 1447
Standard deviation = σ = 715
Observed value = X = 2855
Using z-score formula, Z = (X - μ) / σ
Z = (2855 - 1447) / 715
Z = 1.97
P(Z<1.97) = 0.97558
P(Z<1.97) = 97.558%
So, the probability of a stock-out is 97.558%.
I believe, this programmed decision could best be described by: Classical Model.
In the classical model of decision making, we based the decision on something that is the most logical and rational.
This model commonly provide the most objective solution but often fail to see how emotions and relationship between members could influence the decisions.
Answer: See explanation
Explanation:
a. Cost of goods sold
This will be:
= Sales - Gross profit
= $792,000 - $462,000
= $330,000
b. Finished goods inventory at the end of the month.
This will be:
= Cost of goods manufactured - Cost of goods sold
= $396000 - $330000
= $66000
c. Direct materials cost
This will be:
= Materials purchased - Material inventory ending
= $244200 - $33000
= $211200
d. Direct labor cost
This will be:
= Manufacturing cost - Direct materials - Overhead
= $455400 - $211200 - $198000
= $46200
e. Work in process inventory at the end of the month
This will be:
= $455400 - $396000
= $59400
Note that:
Overhead cost= Indirect labor cost + Depreciation
= $171600 + $26400
= $298000