If the expression is log₃(2 x)², then the expansion of this looks like
2 (log 2+log x)/log 3.
Given that the expression is log₃(2 x)².
We are required to expand the expression by using the properties of logarithmic function.
Expression is the combination of numbers, symbols, fraction, coefficients, etc. that are mostly mostly not found in equal to form.
Logarithmic functions are basically the inverses of exponential functions.
The expression is log₃(2 x)².
log₃(2 x)²=2 [tex]log_{3}[/tex] 2x
=2 (log 2+log x)/log 3
Hence if the expression is log₃(2 x)², then the expansion of this looks like 2 (log 2+log x)/log 3.
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