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Consumer Equilibrium
To demonstrate the consumer's equilibrium i.e. the point at which the consumer maximizes utility with a given budget, we need to combine the indifference map and the budget line.
The consumer obtains maximum utility from a budget of AF by choosing the combination of X and Y represented by C, where the marginal rate of substitution is equal to the relative prices of X and Y.
The production function is Q= 20 K0.5 L0.5 Question: For the production function Q= 20 K0.5 L0.5 determine four combinations of capital and labor that will produce 100 and 200 unit
NATIONAL DEBT Taxation does not often raise sufficient revenue for the Government Expenditure. So, governments resort to borrowing. This government borrowing is called Publi
Q. Development of Skilled Labour - External Economies? As the industry grows training facilities for labour will increase. This helps development of skilled labour that would i
I. A farmer – businessman is in a quandary as to what crop to plant in his land. He has the option to plant Crop A, Crop B, or Crop C. f the weather turns out to be good and the
Q. Loss at the point of equilibrium? Losses: At the point of equilibrium i.e. E where MR = MC, firm produces OM amount of the output. To produce this output, firm incurs an a
The Central Bank These are usually owned and operated by governments and their functions are: i. Government's banker : Government's need to hold their funds in an ac
Lender of Last Resort The central bank also acts as the lender of last resort. Historically, this function developed out of the special position of the central banks. The centr
Time domain: Time domain is a term which is used to define the analysis of mathematical functions or physical signals, with respect to time. In the time domain, signal or function
If the marginal product of L is MPL = 10K - L and the marginal product of K is MPK = 10L - K, then what is the maximum possible output when the total amount that can be spent on K
theories of revenue generation
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