Change in stock
Why change in stock is considered a portion of final expenditure? Answer: The Unsold stocks left with producers are supposed as purchased by the producers themselves. That is why it is sometime treated as investment expenses by the producers.
Why change in stock is considered a portion of final expenditure?
Answer: The Unsold stocks left with producers are supposed as purchased by the producers themselves. That is why it is sometime treated as investment expenses by the producers.
Why the borrowings by Government are taken as capital receipts?
I have a problem in economics on Greatest Consumer Surplus. Please help me in the following question. Usual Americans undoubtedly derive the greatest consumer surpluses from the: (i) Summer vacations. (ii) Jelly and Peanut butter. (iii) Gold jewellery
‘The country is at present in recession and this has led to worse tax revenue and high expenses. The effect is a huge deficit. The government decides to increase taxes and lower government expenses. Is this an excellent idea?’
Possibilities Food (millions of tons per year) Tractors (millions per year) A 0 30 B 4 28 C 8 24 D 12 20 E 16 14 F 20 8 G 24 0 a. Is it possible for this nation to produce thirty million tons of food per year? Why or why not. b. Is it possible for this nation to produce thirty million
Illustrate which budget expenses does not result in the creation of assets or reduction of liability. Give illustrations too.
What is the role of price in market economies?
Describe Okun's law? Give an illustration of how it works.
Illustrate a point on consumption curve at which APC = 1. Answer: APC = C/Y = 1 is possible when C = Y, that is, Consumption is
Imports and American cars are much close however not perfect replacements. When the U.S. govt. tried to enhance American car sales by setting a price ceiling of P1 on imported cars: (i) The quantity of cars imported will drop/fall from Q0 to Q1. (ii)
The consumer reaches equilibrium for any two goods X and Y whenever the: (1) MUx/Px = MUy/Py. (2) MUx/MUy = Py/Px. (3) Utility from X equivalents the utility produced by Y. (4) Point of diminishing returns is arrived at. Can someon
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