We can expand logx4yz to get
Solution
The expression log(x^4yz) can be expanded using the properties of logarithms. Here are the steps:
- Apply the power rule: log(x^4yz) = 4log(x) + log(yz)
- Apply the product rule: 4log(x) + log(yz) = 4log(x) + log(y) + log(z)
So, log(x^4yz) expands to 4log(x) + log(y) + log(z).
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