![]() | Precalculus Functions and Graphs 4/e Barnett/Ziegler/Byleen | |||||
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Worked Exercises |
Chapter 4: Exponential and Logarithmic Functions |
Construct a table of values for integer values of x over the indicated interval and then graph the function.

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Solve for x.

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Simplify.

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APPLICATIONS

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Construct a table of values for integer values of x over the indicated interval and then graph the function.

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Simplify.

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Solve the equation. [Remember: e-x does not equal 0.]

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APPLICATIONS

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Find x, y, or b.

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Write the expression in terms of a simpler logarithmic form.

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Write the expression in terms of a single logarithm with a coefficient of 1. Example: logbu2 - logbv = logb(u2/v).

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Solve for x without using a calculator or table.

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If logb2 = 0.69, logb3 = 1.10, and logb5 = 1.61, find the value for the expression.

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Evaluate x to 4 significant digits, given:

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Evaluate to three decimal places.

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Graph the function.

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Solve to 3 significant digits.

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Solve exactly.

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Solve for the indicated variable in terms of the remaining symbols. If the equation is exponential, use the natural log.

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