How do you solve $6^{x - 3} = 52$ $6^(x-3) =52$ ?

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Answer 1 · 2016-05-26T12:15:25

$x = 5.205$ $x=5.205$

As $6^{x - 3} = 52$ $6^(x-3)=52$

$(x - 3) log 6 = log 52$ $(x-3)log6=log52$

$x - 3 = \frac{log 52}{log 6} = \frac{1.716}{0.7782} = 2.205$ $x-3=log52/log6=1.716/0.7782=2.205$

Hence $x = 5.205$ $x=5.205$

How do you solve 6^(x-3) =526x−3=526^(x-3) =52?