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Line Balancing Methods - Heuristic Approach Heuristic mean serving to find i.e. to find out discover things for oneself. Heuristic describes a particular approach to problem solving decision making and control. Heuristics are often simple thumb rules which are employed to solve complex problems. They aim to provide ways to solve problems which at the beginning of an investigation elude rigours logical analysis. Heuristic models utilize common sense logic and above all past experience to tackle the new problems. Heuristics methods though have little if any theoretical foundations yet they provide most likely ( and if not the optimum) solutions which are good enough from a practical point of view. Heuristic methods break down a complex problem into smaller and easily manageable sub problems. Then from the past experience of tacking different but similarly structured problems the promising solution for each sub most problem ( of new situation) is determined. Heuristic approach has advantages of consistency, speed and ability to cope with more data and larger systems.
Family Application specialises in selling major appliances for use in kitchen remodelling. One of its more popular items is the SubZero refrigerator. Over the past 40 weeks, the
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 paper
Overhead Projector Overhead projector casts an images of the transparencies on a screen. Transparencies are frequently used visual aids especially when audience
#qudistinguish between histogram and historigram estion..
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Data Management As your research project progresses you will quickly gather more and more data. These need to be managed in such a way that they can be accesses and
High Costs are Involved in the Use of O. R Techniques: O. R techniques usually prove very expensive. Services of specialized persons are invariably called for ( and along w
Use Big M method to Maximize(Z)=3_(x_1 )+2_(x_2 ) Subject to 3_(x_1 )+?1.5?_(x_2 )=30 x_1+x_2=20 x_1=0 x_2=0
Maximize Z= 3x1 + 2X2 Subject to the constraints: X1+ X2 = 4 X1 - X2 = 2 X1, X2 = 0
application&techniques
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