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[DOC File]Logarithm Worksheet
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28. log 12 + ½ log 7 – log 2 29. log5(x2-1) – log5(x-1) Use the Change of Base Formula and a calculator to evaluate the logarithm, correct to six decimal places.
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[DOC File]Exploring Exponential Functions
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Example 5 – Solve log (3x + 1) = 5 . Example 6 – Solve 1 + log (7 – 2x) = 0. Example 7 – 2log x – log 3 = 2. Chapter 8 – Exponential Functions 20. How does the number of teams left in each round compare to the number of teams in the previous round? NEXT= starting at: y = Compound Interest Formula. Or
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[DOC File]Module 5: Logarithmic Functions
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Log Laws. There are a few “laws” that are unique to logarithmic expressions. As you will (hopefully) notice these laws are analogous to the laws of exponents. Let’s start with the Log-of-Products Law. Log-of-Products Law: If , then . proof: We will prove the log-of-products law by using the common logarithm (i.e., the base 10 logarithm).
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[DOC File]Exponential and Logarithmic Graph Worksheet
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Exponential and Logarithmic Graph Worksheet. DO NOT WRITE ON THIS WORKSHEET. Analyze and graph the following exponential and logarithmic graphs. Your analysis of each function must include:
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[DOC File]Subject: Algebra 2
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Natural log. Common log Assessment Tasks: Translate between exponential and log functions. Graph log and exponential functions – to include intercepts and end behavior. Solve log/ln equations. Solve exponential equations including e. Materials Suggestions: Prentice Hall Algebra 2
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[DOC File]Domain and Range Worksheet
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Rational functions can not have zeros in the denominator. Determine which values of the input cause the denominator to equal zero, and set your domain to be everything else. Log functions must have a positive value in the argument position. Solve for the domain like you would for square root functions. Examples: Consider . Answers:
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[DOC File]Pre-calculus Exponential & Logarithmic Functions Name
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1) 2x = 95 2) 4 log (x + 3) = 9. Solve exponential & logarithmic equations symbolically and graphically. 3) 25ex = 1000 4) 2 log 4 – (1/4) log 16 = log x. Simplify logarithmic functions using the …
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[DOC File]Algebra 2 Chapter 10 Worksheet 1—Exponential Functions
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Title: Algebra 2 Chapter 10 Worksheet 1—Exponential Functions Author: Smithers403 Last modified by: Smithers403 Created Date: 4/22/2013 3:20:00 AM
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[DOC File]General Forms of Conic Sections
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Used to solve exponential equations. Log functions are inverses of exponential functions. y = loga x is the inverse of y=ax. Example: y = log5 x is the inverse of y = 5x. To illustrate this exchange x & y, we get x = log5 y, so y = 5x Properties Example logb b = 1 & logb 1 = 0 & logb 0 = und log7 7 = 1 and log7 1 = 0 and log7 0 = und 2.
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How to solve log functions