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Educational Financing
Previously you have learnt various aspects relating to the Economics of Education. Specifically, you have studied about: importance of education in contributing to human capital formation [and how this realisation led to the recognition that expenditure on education should be viewed as investment rather than consumption]; the issues governing the demand and supply considerations of education; and the usefulness of the different techniques for determining the demand for education in planning for its supply.
The present unit deals with the dynamics of Educational Finance (EF) which is closely related with the education policies of a country. In particular, we shall study the different sources of EF, the issue of private sector investment in higher education in the context of education sector reforms, trends in expenditure among the different stages of education, different approaches suggested in cost-recovery of higher education along with their relative merits/demerits, a cross-country profile on some indicators relating to EF, etc.
4) The prevention of major swings in economic activity can be handled most easily by the A. household sector B. business sector C. financial sector D. government sector Explain
A market is nothing more or less than the locus of exchange, it is not of necessity a place, but easily buyers and sellers coming together for transactions. Transactions happen
Economies of Scope The ability of a organization to decrease its unit costs by producing two or more products or services that involve complementary skills, experience and
concept of supply
determinants of demand and determinants of supply
Given the following table MUx MUx/Px Qty MUy MUy/Py 80 40 1 68 17 52 26 2 32 8 20 10 3 28 7 16 8 4 24 6 8 4 5 20 5
Why is human capital so important in the development process? Explain human capital in terms of (the sum of) education/training/experience/ literacy etc, and clearly show how t
In the long-run equilibrium, each firm in a perfectly competitive industry will choose the plant size associated with minimum long-run average cost. Is this TRUE or FALSE? And why?
Suppose that the following equation characterizes the demand for primary education in a developing country X: Q = 100 – 2P Where Q is quantity demanded in years of schooling and
opportunity cost
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