Mathematical procedures graphing functions

Appendix 1 Mathematical Procedures A1 Al.l Exponential Notation A1 A1.2 Logarithms A4 A1.3 Graphing Functions A6 A1.4 Solving Quadratic Equations A7 A1.5 Uncertainties in Measurements AlO Appendix 2 The Quantitative Kinetic Molecular Model A13... 

Visualization System This should ensure the adequate representation of the information retrieved from an information pool. This covers highly specialized representations like functional mathematical graphs, multidimensional graphs, and molecules as well as default representations in formatted texts or tables. In addition, some kind of three-dimensional (3D) information, like 3D views of departments, workflows, and operational procedures, can be helpful. 

Drawing a graph and constructing a tangent by hand in is tedious. There are numerical procedures that can be carried out on a computer. The first procedure is smoothing data. The idea is that the mathematical function that the data should conform to is continuous and smooth, so that if we adjust the data points so that they lie closer to a smooth curve, we have probably reduced the experimental errors. One procedure is based on choosing polynomial functions that provide smoothed values of the function. If we have the set of data points (2 1, yi), (x2, y2). fe. y3)> and so on, such that the x values are equally spaced, a smoothed value for the dependent variable yi is given by ... 

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