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60 Found helpful • 18 Pages • Essays / Projects • Year: Pre-2021
Introduction The purpose of the folio is to investigate surge and logistic functions. This will be accomplished by graphing these kinds of functions and by using real life examples. Logistic function begins at the point 0, # on y axis, increases with increasing rate to the some point and then increases with $%& decreasing rate to the asymptote ' = ). Surge functions increase quickly from the origin to a maximum point, before a negative slope causes it to return to the x axis. The logistic functions uses the formula y = C and the surge function general form is y=Ate−bt . 1 + A e − bt Throughout this folio, these variables will be deliberately altered to observe the changes that occur to the graphs, compare, and contrast the noticeable difference and the effects they have. Furthermore, there will be a real life scenarios, which will require using both the surge and logistics functions. However, this will involve multiple limitations and assumptions and the impacts of these on the results will be discussed. The results of this investigation are applicable in real life. The logistic function can be used in real life to show how a disease can spread in real life with the maximum capacity. Surge functions can also be used to look at the amount of medicine required.
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