Logarithms Research Papers

Logarithms For a start, there are some different courses of mathematics in high school and in college. Many students work enough just to pass the course at least with a C. When the time comes to work with logarithms most of the students have a difficult time working with. In some cases, they tend to memorize the rules with not completely understand them. Although, when they have gone through the chapter about logarithms, they feel relieved to be done with, but they are wrong because in the future the students will encounter another course including logarithms. In the next course of mathematics, the students are now in problems because they must work with logarithms at a sophisticated level. Logarithms are another way of writing exponents, they are the inverse of exponents. Logs undo exponents. For example, 32= 9 one can use log to find what exponent will make 3=9, in this case will be log39=2. Before discussing the types of applications where the logarithms are used, there will be a brief history of logarithms and some reasons for studying logarithms. …show more content…
Napier's logarithms were published in 1614 and the earliest natural logarithms occur in 1618, as an accidental variations of Napier's original logarithms. The real significance of natural logarithms was not recognized until later. Burgi's logarithms were published in 1620. Both men had the same objective that was simplify mathematical calculations. Napier's approach was algebraic and Burgi's approach was geometric. The invention of the common system of logarithms is due to the combined effort of Napier and Henry Biggs in 1624. The basic concept of logarithms could be expressed as a shortcut Multiplication is a shortcut for Addition: 3x5 means 5+5+5. Exponents are a shortcut for Multiplication: 43 means 4 x 4 x 4. Logarithms are a shortcut for Exponents: 102 =