Page 324 - Analysis, Synthesis and Design of Chemical Processes, Third Edition
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The situation is further complicated when competing products are considered. For example, if product Y
                    can be used as a substitute for product X in some applications, then factors that affect Y will also affect
                    X. It is easy to see that quantifying and predicting changes become very difficult. Torries [3] identifies
                    important factors that affect both the shape and relative location of the supply and demand curves. These

                    factors are listed in Table 10.2.

                    Table 10.2 Factors Affecting the Shape and Relative Location of the Supply and Demand Curves

























                    In order to forecast accurately the prices of a product over a 10- or 15-year project, the factors in Table
                    10.2  need  to  be  predicted.  Clearly,  even  for  the  most  well-known  and  stable  products,  this  can  be  a
                    daunting task. An alternative method to quantifying the individual supply and demand curves is to look at
                    historical data for the product of interest.


                    The  examination  of  historical  data  is  a  convenient  way  to  obtain  general  trends  in  pricing.  Such  data
                    represent the change in equilibrium price for a product with time. Often such data fluctuate widely, and
                    although long-term trends may be apparent, predictions for the next one or two years will often be wildly

                    inaccurate. For example, consider the data for average gasoline prices over the period January 1996 to
                    June 2007, as shown in Figure 10.10. The straight line is a regression through the data and represents the
                    best linear fit of the data. If this were the forecast for gasoline prices over this period, it would be a
                    remarkably  good  prediction.  However,  even  with  this  predicting  line,  significant  variations  in  actual
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