Answer:
Total Cost increase 5,253.4 unit
Explanation:
given data
weekly price a = $3.40 per gallon
ramp up weekly b = 35%
ramp up weekly upto x = $150( in hundred)
solution
we will use here the regression equation that is
Y = a + b x ...........................1
here Y is Total Cost and a is fixed cost and
b is rate of variability and x is level of activity
so here put value in equation 1 we get
Total Cost Y = 3.40 + 0.35 × ( 15,000)
Total Cost Y = 3.40 + 5,250
Total Cost increase 5,253.4 unit
Answer:
Option (D) is correct.
Explanation:
Given that,
Began July with a finished-goods inventory = $48,000
Finished-goods inventory at the end of July = $56,000
Cost of goods sold during the month = $125,000
Cost of goods manufactured during July:
= Ending finished goods inventory + Cost of goods sold - Beginning finished goods inventory
= $56,000 + $125,000 - $48,000
= $133,000
37.5%
Formula:
.15/.40=0.375
Convert decimal to %= .375*100 = 37.5%
Answer:
Cluster sampling
Explanation:
Cluster sampling is a type of sampling in which a population is divided into groups and one whole group from the division is randomly with every member of the chosen group involved.
As in thr question, the phone number listings have been divided into groups of 400 and her name came up in the first group of the listing divisions to be considered, hence her selection.
Cheers.
Answer:
a. new technology such as wind turbines is a huge capital investment for a college. The effort demonstrates the high cost of environmental programs
Explanation:
Corporate social responsibility is defined as integration of social and environmental concerns in the business activities of an organisation.
The business entity is accountable to its stakeholders and the public.
In the given scenario the wind turbines generate enough power to serve the campus buildings and to sell to local business establishments.
However enrollment keeps going up because cost of the new turbines need to be covered.
This demonstrates new technology such as wind turbines is a huge capital investment for a college. The effort demonstrates the high cost of environmental programs
