Question

2log5 = log9ㅁ PLEASE HELP

Answer 1

Answer:
`2\log_(9)(5)=\log_(9)(25)`

Explanation:

Recall the following property of logarithm:

`n\log_(a)(b)=\log_(a)(b^n)`

So, by using the property above, it follows:

`2\log_(9)(5)=\log_(9)(5^(2))=\log_(9)(25)`