Question

find the value of log root 5 base 3√5​

Answer 1

Answer:

See below.

Step-by-step explanation:

We have,

$y = log_{\sqrt{5}} ( 3 \sqrt{5} )$

We can,

$y = log_{{\sqrt{5}}^2} ( {(3 \sqrt{5})}^2 )$

We get,

$y = log_{5}( 45 )\\\\y = log_{5}( 9 ) + 1$

Answer 2

Concept:

Properties of log

Find

$log_{\sqrt{5}}(3\sqrt{5} )$

Solution

$y=log_{\sqrt{5}}(3\sqrt{5} )\\y=log_{\sqrt{5}}(3)+log_{\sqrt{5}}(\sqrt{5}) \\y=log_{\sqrt{5}}(3)+1$

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