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Solving Exp Log
The document discusses how to solve exponential equations. It provides examples of solving equations involving exponential expressions like 3x = 27, 4x = 8, and 15x = 295. It also gives two word problems about folding paper and rabbit populations that can be modeled with exponential equations and asks the reader to determine the number of folds or years to reach a given thickness or population.
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The document provides instructions for students on finding compositions of functions and completing homework problems. It asks students to find the composition of two functions, f(x)=2x and g(x)=x-3, and evaluate it at 4. It also lists homework problems from a textbook for students to work on, including reading a section and completing specified practice problems.
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Solving Exp Log
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This document provides instructions on how to use a graphing calculator to find the roots, vertex, axis of symmetry, and turning point of quadratic functions. It gives examples of quadratic functions and has students use the calculator to determine the nature of the roots, find the roots, maximum/minimum values, and turning points. Students are then asked to complete homework problems listing properties of additional quadratic functions based on using the calculator.
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The document discusses finding the roots of quadratic functions. It explains that the roots are where the parabola crosses the x-axis. It introduces the quadratic formula as a method to calculate the exact roots and provides examples of using the formula to find roots. It also discusses finding the axis of symmetry and turning point of quadratic functions.
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The document provides instructions for students on finding compositions of functions and completing homework problems. It asks students to find the composition of two functions, f(x)=2x and g(x)=x-3, and evaluate it at 4. It also lists homework problems from a textbook for students to work on, including reading a section and completing specified practice problems.
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