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  1. Basics of Logarithms This guide describes logarithms and their basic properties. It identifies the link between logarithms and exponential functions. It shows how to solve exponential equations using …

  2. Using Logarithms in Equations -While logarithmic functions are extremely valuable in many areas of applied mathematics and science, they are also a very powerful problem-solving tool. -We are going …

  3. We’ll always be explicit with our bases and write logarithms of base 10 as log10(x), logarithms of base 2 as log2(x), and logarithms of base e as loge(x). To be safe, when doing math in the future, always …

  4. Date: Logarithms are the inverse of exponentiation; that is, logb x is de ned to be the number such that, when b is raised to the power of it, equals x. Properties of logarithms. For a positive real number b 6= …

  5. These scales of size 10 are the base-10 logarithms, which are represented by \log10" in equations. Base-10 logarithms are sometimes called common logarithms. That small \10" is the base, and it can …

  6. Understand the following laws of logarithms and be able to use them to simplify logarithmic expressions { log of 1 { log base b of b { power law of logs { quotient law of logs { product law of logs { change of …

  7. The inverse of an exponential function is a logarithmic function, and the inverse of a logarithmic function is an exponential function. Logarithmic equations can be writen in an equivalent exponential form, …