6−2 = 1 36 6 2 = 1 36 Convert the exponential equation to a logarithmic equation using the logarithm base (6) ( 6) of the right side ( 1 36) ( 1 36) equals the exponent (−2) ( 2) log6( 1 36) = −2 log 6 ( 1 36) = 2Solve log 2 (x) log 2 (x 2) = 3 Understand Apply the log rules for same bases to combine the terms on the left hand side of the equation Once the equation is a log equals a number, convert the logarithm to exponential form Solution log 2 (x) log 2 (x 2) = 3Write an equivalent exponential or logarithmic function ex = 30 62/87,21 $16(5 ln 30 = x ln x = 42 62/87,21 $16(5 e42 = x e3 = x 62/87,21 $16(5 ln x = 3 ln 18 = x 62/87,21 $16(5 ex = 18 Write each as a single logarithm 3 ln 2 2 ln 4 62/87,21 $16(5 7 ln 2 5 ln 3 í 2 ln 9 62/87,21 $16(5 ln 3 3 ln 6 2 ln 9 62/87,21 $16(5 ln
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