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The distinguished Scottish mathematician, John Napier, provided science and mathematics with a vastly improved and rapid method of notation and calculation. He founded the use of logarithm, a way to turm multiplication into addition, and Division into subtraction. Thus, he facilitated a computational system whereby roots, products and quotients could easily be determined from tables showing powers of a fixed number used as a base. The basis for this computation is the relationship between arithmetic progressions and geometric progressions. Scientists and mathematicians continued to use logarithms until the invention of the calculator and the computer, which proved to be more efficient tools.

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Q: What is the importance of logarithms?
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