Answer:
$300,000 in total, $6000 per order
Explanation:
25,000/500 = 50
50*12=600
500*12=6000
50*6000=300000
Answer:
d. This cannot be determined from the given information
Explanation:
To find the average revenue of 200 units it is necessary to know the total units. However, the function of the marginal revenue is not given. It is impossible to infer the marginal revenue (price) of other units (of output) only from knowing the marginal revenue of the 100th unit.
Answer:
FALSE
Explanation:
It is False that the difference between operations and projects is that operations end when their objectives have been reached, whereas projects do not.
The reverse is true because projects are time-bound and they come to an end when their objectives have been achieved, but company operations are expected to continue as a going concern.
A project is an activity to meet the creation of a unique product or service, an thereafter terminates while operations are day to day routine activities that are expected to continue
Answer: 2016 CPI is 110
Explanation:
Given the following :
Base year = 2012
Cost of basket in 2012 = $50
Cost of basket in 2014 = $52
Coat of basket in 2016 = $55
The Consumer Price Index (CPI) is calculated using the formula :
CPI = (weighted cost item in current period / weighted cost of item in base period) × 100
Base period / year = 2012
Current period = 2016
Therefore, 2016 CPI equals;
($55 / $50) × 100
= 110
Answer:
The correct answer is letter "D": straight line.
Explanation:
Utility represents the satisfaction a person receives from the use of a good or service. In case there is a risk-neutral decision-maker, that individual is unlikely to vary the value he or she provides to the use of products to remain in a comfort zone. However, the utility could vary according to satisfaction the good or service provides in different situations.
Thus, if plotted in a graph, <em>the value representing the horizontal axis and the utility the vertical axis, there will be a straight line departing from the horizontal axis parallel to the vertical axis.</em>