ln (x^r) =
To solve the equation ln(x^r), we can apply the laws of logarithms
To solve the equation ln(x^r), we can apply the laws of logarithms.
The logarithm of a power can be rewritten using the property: ln(a^b) = b * ln(a).
In this case, we have ln(x^r). So using the property mentioned earlier, we can rewrite this expression as r * ln(x).
Therefore, ln(x^r) = r * ln(x).
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