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McColvin's Principles:
L.R McColvin advanced his Demand and Supply Theory of Book Selection in 1925. He states, "Books in themselves are nothing. They have no more meaning than the white paper upon which they are printed, until they are made serviceable by demand. The more closely book selection is related to demand, the greater is the resultant and possible service". The term "supply" refers to the availability of reading material in all its varieties. "Demand", on the other hand, means expressed and unexpressed informational needs of the users. This theory advocates the selection of only those documents which are demanded by the users for their informational needs. Demand for documents, however, should be differentiated according to its volume, value and variety. Whereas the development of the collection should be need-based, it should at the same time be seen that we develop a balanced collection. No document of value should be left out even if demand does not exist for it. Such documents are likely to be in demand in future. It should also be seen that no section of the users is over-emphasised or neglected.
Determining Sample Size for Estimating poportions It is necessary to determining the sample size for a problem involving proportions. This deals with the percentage of f
A paper mill produces two grades of paper viz., X and Y. Because of raw material restrictions, it cannot produce more than 400 tons of grade X paper and 300 tons of grade Y pa
nature and types of problems
These models are used to develop a method to evaluate the merit of alternative courses or action by representing with a mathematical model of the problems where various variab
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the application areas of linear programming
1. Determination to enter a new territories. 2. To decide to enter a new market or not. 3. To determine how much production capacity to be builds up. 4. Helpful in
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Inherent forces fomenting conflicts of interest Several forces have coalesced to increase the incidence of conflicts of interest in the medical industry: the vertical integrat
how do you calculate using this method where the least cost appears twice
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