#### Answer

$\log_{3} (x^{2}-9x)$

#### Work Step by Step

Using the product property,
$\log_{3} x + \log_{3} (x-9)= \log_{3} [x(x-9)]= \log_{3} (x^{2}-9x)$.

Published by
Pearson

ISBN 10:
0321726391

ISBN 13:
978-0-32172-639-1

$\log_{3} (x^{2}-9x)$

Using the product property,
$\log_{3} x + \log_{3} (x-9)= \log_{3} [x(x-9)]= \log_{3} (x^{2}-9x)$.

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