Lectures and Solutions 3

For some value of thus by equating exponents the

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Unformatted text preview: ) . . Thus, by equating exponents (the technique for solving a Type I Exponential Equation), But, can be rewritten as . is equivalent to . . Hence, Therefore, since , the desired result is obtained: . █ Product Rule Consider the Product Rule: Note that . , for some value of . Rewriting the preceding logarithm in exponential form yields Since So, , it can be stated that and can be rewritten as . , for some values of and . . Thus, by equating exponents (the technique for solving a Type I Exponential Equation), But, and can be rewritten as Hence, and is equivalent to Therefore, since . , respectively. . , the desired result is obtained:...
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This document was uploaded on 03/03/2014 for the course MAT 106-030 at Kutztown.

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