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Algebra II Trigonometry: Using Logarithms In The Real World

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In Algebra II Trigonometry, there are many equations and functions used to guide us for solving problems, whether it be in real-world or hypothetical situations. Logarithms and exponential functions are just some examples of those equations. Exponential functions and Logarithms work well together because they "undo" each other, making them very useful and unique. Logarithms are used more commonly in everyday life than you think. Using logarithms is an easier way to describe numbers in powers of ten, such as if we are using terms like interest rate or double digits. The author thinks it is important that they are the cause for an effect and the shared “effect” is seeing something develop and become larger. From the article about Using Logarithms in the Real World, “logarithms find a plausible cause for that effect and puts numbers on a human-friendly scale” (2). They describe changes in terms of multiplication and when dealing with a series of multiplications, logarithms help count them. An easier way to think of them is that it says how many of one number you need to multiply to get another number. Logarithms show up in everyday life in six-figure salaries or two-digit expenses where we describe numbers in terms of their digits. Logarithms are none the less extremely important …show more content…

From the article about Applications of Exponential and Logarithmic Functions, it discusses how, “the applications are drawn from many different disciplines, [but] the mathematics remains essentially the same” (1). The author thinks it is important that although exponential functions are used most commonly in the financial world, that does not mean we do not use it in other aspects of life as well. Just remember when exponential functions are involved, functions are increasing or decreasing very quickly. An exponential function is a mathematical function of the following

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