Solve 2log53 X log9x + 1 = log53
Choices
A) 3/5  B) 4/5  C) 4  D) 4/6  E) 5
Solution:   We can rewrite the above equation in the below format   =&gt; log532 X log9x = log53 - 1   =&gt; log59 X log9x = log53 - log55   =&gt; log59 X log9x = log5(3/5)   By Using the change of base rule in Left side we get   =&gt; log5x = log5(3/5)   The value of X = 3/5   3/5NSWER IS 3/5
<result>A</result>
Solve 2log53 X log9x + 1 = log53