On the Accuracy of the Taylor Approximation for Structure Resizing

P2 ~ P2 + Pi 2 are the probabilities of occurrence of x^t) or x 1(t)H-x2(f) and x2(r) or xl(t)+x2(t\ respectively. Further development of this case is left to the interested reader. It is important to note, however, that setting p1>2 = 0 implies that xl (t) and x2(f) are mutually exclusive 100% of the time, and setting p1 2 = 1 implies x^t) and x2(t) act concurrently 100% of the time. The former case illustrates how to resolve x(t) into mutually exclusive components, and the latter case leads to the principle of linear superposition. Finally, it should be noted that the p and p values are discrete and can also be determined by counting occurrences.