Logarithmic functions calculator

    • [DOC File]Unit 6: Exponential and Logarithmic Functions

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      A Comparison between Logarithmic Functions and Exponential Functions Looking at the two graphs of exponential functions above, we notice that both pass the horizontal line test. This means that an exponential function is a one-to-one function and thus has an inverse.

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    • MAT 136 - Ivy Tech Community College of Indiana

      Solve polynomial equations and graph polynomial functions. Graph exponential and logarithmic functions. Graph rational functions. Solve systems of equations with three variables. Perform operations on matrices. Solve a variety of application problems in the above areas. Use a scientific and/or graphing calculator proficiently as related to ...

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    • [DOC File]Module 5: Logarithmic Functions

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      logarithmic functions. So the inverse of is called the . base-2 logarithmic function. and is written . Notice that the . domain. of is . Since all exponential functions have graphs that are similar to that of (specifically, the graphs of . all. exponential functions . pass the horizontal line test, so all exponential functions are . one-to-one

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    • [DOCX File]Home | STEMnet

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      They will analyze and apply logarithmic functions to sound frequencies and earthquakes. A STEM Specialist will help students interpret their findings with the properties of logarithms as well as engage students in hands-on learning experiences that allow them to draw connections between course content ant the work performed by STEM professionals.

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    • [DOC File]Logarithmic Functions - Mr. Loisel's Classroom

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      This locus is the graph of the inverse function. Express this inverse as a logarithmic function by stretching or shrinking the parent logarithmic function . y = log x. 14. Using the values of a and b, plot the logarithmic function y = a log (x/b). Adjust the sliders so that your newly plotted function matches the inverse of y = kx. Q6

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    • Precalculus Chapter 3 Review: Exponential & Logarithmic ...

      Solve the following for x. (No calculator should be needed.) 1. log4 64 = x 2. logx 32 = 5 3. log9 x = 4. ln e7 = x. Find the value of y (rounded to 3 decimal places):

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    • [DOC File]Activity: Analyzing the Relationship between Logarithmic ...

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      This activity will be done after studying algebraic functions, their inverses and basic properties of exponential and logarithmic functions. PART 1: INVESTIGATING A LOGARITHMIC FUNCTION. Consider the following function: f(x) = log(x) Make a graph of f(x) using your graphing calculator. The table below lists a series of nine output values from f(x).

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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: Domain. Range. Horizontal Shift (HS) Vertical Shift (VS) Reflection. Asymptote Equation. X intercept. Y intercept. End Behaviors

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    • [DOC File]Algebra II Honors Test – Logarithms

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      CHAPTER 3 REVIEW – EXPONENTIAL AND LOGARITHMIC FUNCTIONS. QUESTIONS #1-11 SHOULD BE COMPLETED WITHOUT THE USE OF ANY CALCULATOR!!! Find the solution to the equation ln (x2 + 3x ) ( ln 10 = 0 . a) x = 5 or x = (2 b) x = (5 or x = 2. c) x …

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