Since the product of 4x is written as the sum log 4 and log x hence the expression log2(4x) = log2(4)+log2(x) illustrates the product rule for logarithmic equations
Product rule of logarithm
According to the law of logarithm
log (ab) = loga + logb
The product of log becomes sum
From the given log functions,
log2(4x) = log2(4)+log2(x)
Since the product of 4x is written as the sum log 4 and log x hence the expression log2(4x) = log2(4)+log2(x) illustrates the product rule for logarithmic equations
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