How do you evaluate $\log_{3} 1$ ?

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Solution

Calculate the value of $\log_{3} 1$
Let $\log_{3} 1 = x$
By the definition of $\log$ rewrite the given expression
$\Rightarrow 1 = 3^{x} \Rightarrow 3^{0} = 3^{x}$
On comparing L.H.S and R.H.S
$x = 0$
Hence the value of $\log_{3} 1$ is $0$

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