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This document discusses techniques for differentiation, including: 1) Standard derivatives that can be used without proof, such as derivatives of x^n, sin(x), and ln(x). 2) Rules of differentiation, such as the linearity rule and the chain rule for composite functions f[g(x)]. 3) Examples of applying these rules to find derivatives of various functions, including composite functions and functions of a linear function in the form f(ax + b). The document emphasizes that the chain rule allows derivatives

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