?Proof of rule L3 Use the following steps to prove that logo \(\log
Chapter 6, Problem 34(choose chapter or problem)
Proof of rule L3 Use the following steps to prove that logo \(\log _{b}\left(x^{y}\right)=y \log _{b} x\).
a. Let \(x=b^{p}\). Solve this expression for p.
b. Use property E3 for exponents to express \(x^{y}\) in terms of b and p.
c. Compute \(\log _{b}\left(x^{y}\right)\) and simplify.
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