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MCDB 111

by: Erika Kuvalis
Erika Kuvalis
GPA 3.82


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Class Notes
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This 1 page Class Notes was uploaded by Erika Kuvalis on Thursday October 22, 2015. The Class Notes belongs to MCDB 111 at University of California Santa Barbara taught by Staff in Fall. Since its upload, it has received 22 views. For similar materials see /class/226909/mcdb-111-university-of-california-santa-barbara in Molecular, Cellular And Developmental Biology at University of California Santa Barbara.

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Date Created: 10/22/15
Title Logarithms Definition Class Math 107 or Math 111 or Math 120 or Math 137 Author Lindsey BramlettSmith Instructions to Tutor Read instructions and follow all steps for each problem exactly as given KeywordsTags logarithms definition of logarithm logs rewriting logarithms as exponentials Logarithms Definition Purpose This is intended to refresh your skills in rewriting logarithms as exponential expressions Activity Work through the following activity and examples Do all of the practice problems before consulting with a tutor 0 Definition for b gt0 b 1 logb a is equivalent to X a the answer to the logarithm is the exponent You can rewrite any logarithm as an exponential When you are asked to simplify or find a logarithm if you don t knowthe answer give it a name and rewrite the logarithm equation as an exponential equation Find 09416 1 Give it a name 09416 c 2 Rewrite as an exponential 4C 16 3 Solve rewrite so both sides 4 42 are powers of the same base c 2 39 means therefore 4 Rewrite the original log416 2 Find log4 64 Find 0942 Find log4 Find log41 log464c 0942 3 log4c log41c 4564 452 42 401 1 4c 43 4C 4E 45 471 4c 40 3903 39c c71 39c0 log4 643 log42 log41 log410 After you get used to this you can often just write down the answer Just say to yourself What power do raise the base to in order to get the number I m taking the log ofquot log2 8 3 What power do raise 2 to in order to get 8 3 log5 252 What power do raise 5 to in order to get 25 2 log7 1 0 What power do raise 7 to in orderto get 1 O


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