Proof Of The Product And Qoutient Rule

Since logrithms is the inverse funciton to exponentiation, we can say that:

We can simplify it like this:

We can also rewrite the above equation like this:

This is our product rule. As for the qoutient rule, we just have to replace y by 1/z:

We can rewrite it like this:

Using the power rule, we get:

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