Answer:
Correct option is (a)
Explanation:
GDP or Gross domestic product includes monetary value of all goods and services produced within a country. It includes all private and public investments and exports less taxes and imports.
Option b, c and d are incorrect as GDP accounts for only domestic production and not foreign activities. Details about how income is distributed is not given by GDP. GDP provides details about economic condition of the nation. GDP does not indicate wholesome well being of the nation like human development, infant mortality and standard of living.
GDP accounts for factory production but does not account for any production carried out at the cost of environmental degradation.
Answer:
Depreciation: $4,000.00
Variable costs : $914.81
Explanation:
The value of the car when new = $19,860.00
Values after two years =$11,860.00
Accumulated depreciation for two years
= $19,860.00 - $11,860.00
=$8,000.00
Assuming straight depreciation method, depreciation each of the two years
=$8,000.00/2
=$4,000.00
Variable costs are the cost that changes with usages. In this case, variable costs are gas and oil, lube, and miscellaneous.
Variable costs = $845.96 + $68.85
Variable costs = $914.81
Um I think it’s number 4.
Answer:
(D) $369.31 to $380.69
Explanation:
The formula is x ± t (s/√n)
x = 375
t = 2.010
s = 20
n = 50
Then,
375 ± 2.010 (20/√50)
= 375 ± 5.69
Answer:
The use of data aggregation leads to overstatement of the concentration and Herfindahl indices
while the use of National/state data leads to understatement of the degree of concentration in local markets.
Explanation:
The ratio of concentration and Herfindahl indices computed are mainly made up of foreign players while the contributions of small local unorganized players are not considered, which leads to the increase in the value of indices and ratios been used, ( i.e. The use of data aggregation ) . hence the overstatement of the actual level.
The understatement of the degree of concentration in local markets happens because of the use of national and state data while computing the concentration in the local markets like gasoline and this is mainly caused by the presence of fewer industries in the market. The state and national data does not reflect the true concentration in the local market hence the degree of concentration is understated at the local level.
