Mastering the Power Rule | Simplifying ln (x^r) Using Logarithmic Properties

ln (x^r) =

To simplify the expression ln (x^r), we can apply a logarithmic property known as the power rule

To simplify the expression ln (x^r), we can apply a logarithmic property known as the power rule. According to this rule, the logarithm of a number raised to a power is equal to the product of that power and the logarithm of the number.

Applying the power rule to the given expression, we have:

ln (x^r) = r * ln (x)

So, the answer is r * ln (x).

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