What is join 18log_{3sqrt(2)}(5) ?

The solution to join 18log_{3sqrt(2)}(5) is log_{3sqrt(2)}(5^{18})

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join 18log_{3sqrt(2)}(5)

join

18 lo g_{32} (5)

lo g_{32} (5^{18})

Solution steps

18 lo g_{32} (5)

Apply log rule:

a lo g_{c} (b) = lo g_{c} (b^{a})

18 lo g_{32} (5) = lo g_{32} (5^{18})

= lo g_{32} (5^{18})

\frac{( ln ( 3 ) - ln ( 2 ) )}{3}

ln (\frac{16}{10})

ln (\frac{19}{20}) \cdot 0.0505

ln (x^{2} e^{2})

5 lo g_{6} (x) + 30 lo g_{6} (y)

What is join 18log_{3sqrt(2)}(5) ?
The solution to join 18log_{3sqrt(2)}(5) is log_{3sqrt(2)}(5^{18})