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Mathematics, 30.10.2020 17:00 lukeperry

Let's solve the logarithmic equation log(3) + log(x βˆ’ 4) = log(x). (a) First, we combine the logarithms on the LHS to get the equivalent equation = log(x). (b) Next, we use the fact that log is one-to-one to get the equivalent equation = x. (c) Now we find x = .

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Let's solve the logarithmic equation log(3) + log(x βˆ’ 4) = log(x). (a) First, we combine the logarit...
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