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Write the equation in its equivalent logarithmic form 62 = 36
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\( \color{Black}{\Rightarrow \log_ab = x \Longrightarrow a^x = b }\)
But 62 does NOT equal 36
@Mertsj lol he meant 6^2 = 36
Yeah . ^
@ParthKohli I know but perhaps he could learn to post correctly.
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Perhaps you could just help me out .
Instead of expecting the rest of us to infer meaning to something meaningless.
He copied it from some site because when you copy \(6^2\), you'll get 62.
The log is the exponent. So we begin with log = 2
What are a,b and x here?
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So what is the base?
Well, it is clearly 6
So now we can say: \[\log_{6}( )=2 \]
Clearly 6^2=36 and so we write: \[\log_{6}36=2 \]
That's it
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