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30 Αυγ 2017 · Introduction to Logarithms (2 of 2: Numerical examples) Eddie Woo. 1.86M subscribers. Subscribed. 9.5K. 430K views 7 years ago. More resources available at www.misterwootube.com...more....
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18 Μαρ 2020 · I upload videos of my classroom mathematics lessons to my YouTube channel. If you’d like to use them to help you learn, search for the relevant topic below within the section that relates to you: Years 7 and 8. Years 9 and 10. Years 11 and 12, select your course: Standard, Advanced, Extension 1 or Extension 2.
Introduction To Logarithms. Logarithms were originally developed to simplify complex arithmetic calculations. They were designed to transform multiplicative processes into additive ones. If at first this seems like no big deal, then try multiplying 2,234,459,912 and 3,456,234,459. Without a calculator !
logarithms allow for the simplification of complex problem situations to basic arithmetic operations. In this unit you will examine the definition and inverse relationship with the exponential function, practice the laws of logarithms, solve logarithmic equations, and explore a
After watching the video, Introduction to Logarithms, complete the following problems. Introduction to Logarithms used whole number bases for the logarithms, including base 10, which is called the common logarithm. Another logarithm, the natural logarithm, uses the number e as the base.
The logarithm gives us the exponent necessary to produce a desired result. Logarithms answer the question: “What power of the base is required to produce a given value?” In our example, the logarithm of one million base ten is six, and the notation looks like this: log101,000,000 = 6.
