text: Algebra and Trigonometry 10th Edition
  
  True. $\log_bb^{2x}=2x$
  $\log_bb^{2x}=y$ $b^{\log_bb^{2x}}=b^y$ $b^{2x}=b^y~~$ (Inverse property) $y=2x~~$ (One-to-one property) That is: $\log_bb^{2x}=2x$
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