If one took the fourth dimension to contemplate the functions used casually familiar in classrooms around the world, one may come to the identification that these functions engender revolutionized life. Without the ability to multiply, divide, rise to a power, and take a root of, people would be completely ignorant of how of what makes the creation go around. These are not just mathematical functions; their order of magnitude could be appraised as phenomenal. The logarithm, being one of the most amaze of these phenomenons taken for granted, was discovered by mathematicians John Napier and Henry Briggs in the early fifteenth century. Napier felt the need to explain his lifelike discovery in the form of a book: Mirifici logarithmorum canonis description. Logarithms were primitively necessary for astronomical purposes because of the unavoidable computations of prodigious numbers. Thus the logarithm significantly reduced time wasted on former(a) functions. Since the inventions of the pocket calculator, which is known for its ability to make such large computations involving large numbers instantaneously, the log is no longer required for time saving purposes; today they are most usable in graphic analysis of non-linear relationships. The logarithm is also mute in common usage in such palm as engineering, business, applied sciences such as a biology, chemistry, and physics.
When a student posed the question of how logarithms were used in frequent life to Dr. Math, he was as perplexed as I and could only conjure up this for an answer:
It depends on what you mean by daily life. I have never,
for example, used logarithms to help balance my checkbook :^)
But any time you need to convert multiplications to additions,
they can be useful. For example, if you get a loan at a
bank that has continuous interest (they all do), if you
need to cypher how...
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